J/A+A/604/A108ivo://CDS.VizieR/J/A+A/604/A108doi:10.26093/cds/vizier.36040108CDSMints A.Hekker S.2017-09-04T08:06:51Z2017-08-22T08:57:08ZCDS support team

CDS, Observatoire de Strasbourg, 11 rue de l'Universite, F-67000 Strasbourg, France

cds-question@unistra.frstellar-agesstellar-distancespectrophotometryGalactic archaeology, the study of the formation and evolution of the Milky Way by reconstructing its past from its current constituents, requires precise and accurate knowledge of stellar parameters for as many stars as possible. To achieve this, a number of large spectroscopic surveys have been undertaken and are still ongoing. So far consortia carrying out the different spectroscopic surveys have used different tools to determine stellar parameters of stars from their derived effective temperatures, surface gravities, and metallicities; the parameters can be combined with photometric, astrometric, interferometric, or asteroseismic information. Here we aim to homogenise the stellar characterisation by applying a unified tool to a large set of publicly available spectrophotometric data. We used spectroscopic data from a variety of large surveys combined with infrared photometry from 2MASS and AllWISE and compared these in a Bayesian manner with PARSEC isochrones to derive probability density functions (PDFs) for stellar masses, ages, and distances. We treated PDFs of pre-helium-core burning, helium-core burning, and post helium-core burning solutions as well as different peaks in multimodal PDFs (i.e. each unimodal sub-PDF) of the different evolutionary phases separately. For over 2.5 million stars we report mass, age, and distance estimates for each evolutionary phase and unimodal sub-PDF. We report Gaussian, skewed, Gaussian, truncated Gaussian, modified truncated exponential distribution or truncated Student's t-distribution functions to represent each sub-PDF, allowing us to reconstruct detailed PDFs. Comparisons with stellar parameter estimates from the literature show good agreement within uncertainties. We present UniDAM, the unified tool applicable to spectrophotometric data of different surveys, to obtain a homogenised set of stellar parameters.2017A&A...604A.108Mhttps://cdsarc.cds.unistra.fr/viz-bin/cat/J/A+A/604/A108CatalogResearchIsServedByTAP VizieR generic serviceIsServedByConesearch servicerelated-toIII/279 : RAVE 5th data release (Kunder+, 2017)https://cds.unistra.fr/vizier-org/licences_vizier.htmlhttps://vizier.cds.unistra.fr/viz-bin/VizieR-2?-source=J/A+A/604/A108https://vizier.iucaa.in/viz-bin/VizieR-2?-source=J/A+A/604/A108http://vizieridia.saao.ac.za/viz-bin/VizieR-2?-source=J/A+A/604/A108https://vizier.cds.unistra.fr/viz-bin/votable?-source=J/A+A/604/A108https://vizier.iucaa.in/viz-bin/votable?-source=J/A+A/604/A108http://vizieridia.saao.ac.za/viz-bin/votable?-source=J/A+A/604/A108GETtext/xml+votablehttps://tapvizier.cds.unistra.fr/TAPVizieR/tapCone search capability for table J/A+A/604/A108/unidam (Parameters for the main catalogue (UniDAM))https://vizier.cds.unistra.fr/viz-bin/conesearch/J/A+A/604/A108/unidam?https://vizier.iucaa.in/viz-bin/conesearch/J/A+A/604/A108/unidam?http://vizieridia.saao.ac.za/viz-bin/conesearch/J/A+A/604/A108/unidam?GETtext/xml+votable180.050000true52.954-63.53150.005555555555555556Cone search capability for table J/A+A/604/A108/apogee12 (Parameters for APOGEE DR12 (APOGEE_dr12))https://vizier.cds.unistra.fr/viz-bin/conesearch/J/A+A/604/A108/apogee12?https://vizier.iucaa.in/viz-bin/conesearch/J/A+A/604/A108/apogee12?http://vizieridia.saao.ac.za/viz-bin/conesearch/J/A+A/604/A108/apogee12?GETtext/xml+votable180.050000true324.80943.23890.005555555555555556Cone search capability for table J/A+A/604/A108/apokas14 (Parameters for APOKASC (APOKASC_2014))https://vizier.cds.unistra.fr/viz-bin/conesearch/J/A+A/604/A108/apokas14?https://vizier.iucaa.in/viz-bin/conesearch/J/A+A/604/A108/apokas14?http://vizieridia.saao.ac.za/viz-bin/conesearch/J/A+A/604/A108/apokas14?GETtext/xml+votable180.050000true205.15923.76590.005555555555555556Cone search capability for table J/A+A/604/A108/rave_dr5 (Parameters for RAVE DR5 (RAVE_DR5))https://vizier.cds.unistra.fr/viz-bin/conesearch/J/A+A/604/A108/rave_dr5?https://vizier.iucaa.in/viz-bin/conesearch/J/A+A/604/A108/rave_dr5?http://vizieridia.saao.ac.za/viz-bin/conesearch/J/A+A/604/A108/rave_dr5?GETtext/xml+votable180.050000true159.323-25.73180.0055555555555555561/24 47 2/4 24 66 72 88 95 100 105 129-131 133-134 136-137 142 146 152 154 157 159 170-171 174-175 177 179-180 184 3/13 15 20 22 24 30 32 34 37 40-41 64 67 74 76 78-79 89 104-105 113 138 140 142 146-148 150 153 155 161-163 172 233 257 259-262 269 271-272 274-277 281 292 294-296 319-322 324 328 330 340-341 347 360-361 375 379 404 406 408 410 416-418 424-426 428 435 440 442 446 465 482-483 488 513-515 528-529 531 541-543 552-554 556-557 559 561-563 565-566 572 574-575 577 579-580 582 588 590 595 597-599 601 603-605 607 620 622 627 633 635 642-643 645 648 675 677-679 690-691 694-695 705-707 713-715 724-726 728-730 733-735 740-741 743-745 749 751 4/1 3-4 16 20-21 26 29-31 34 41 45 47 49-51 56-58 84-86 92 94-95 101 103-105 108-109 111 113-116 119 124 126 132 134 140 143 147 153 156 159 168-170 174 176 187 192 194-195 198-199 201 260-262 265 273-274 276 279-280 282-283 285-286 288-290 293 295 301-303 308-310 321-326 328-330 332 334-337 339 342-343 346 349 352-353 355 361 363-364 366-369 371-372 374-375 377-380 400-401 404-405 407-408 410 412-413 415 425 429 432-434 437 440-441 443-444 446 449-451 456 458 512-513 516 518-519 521 532-533 535 538 546-547 549 551 556 558-559 564-566 572-574 578-579 581-583 596-597 599 604-606 616-618 624-625 628 630 634-636 643 656-657 660 663-664 666 668-669 671 673 675-678 681 693 695-698 700 704-705 708-710 713-715 736 791 838 840-841 844 846 850 857 861 873 911 914 922-923 931 941 943-946 954 1024 1026-1027 1033-1035 1053-1055 1073-1075 1080-1082 1092-1094 1112-1113 1121-1123 1129-1131 1174 1188-1189 1191-1192 1196-1197 1199-1201 1203 1206 1215-1217 1228 1231 1236-1238 1244 1246-1248 1251 1261 1263 1268 1270-1271 1273 1275 1292-1293 1300 1304-1305 1316-1318 1324 1326-1328 1341-1342 1369 1371-1372 1374-1375 1381 1385 1393 1395 1397 1399 1402 1405-1406 1424-1425 1428 1430 1432-1433 1435 1449-1452 1454 1459 1462-1463 1484-1485 1487-1489 1491 1494-1495 1497-1499 1511 1620-1621 1623 1628 1630-1631 1636-1638 1646 1650 1652-1654 1658-1659 1662 1676-1678 1708-1709 1711 1717-1718 1722-1723 1727-1730 1733-1736 1738 1744 1746 1748-1750 1754-1755 1758-1759 1766-1767 1774-1775 1777 1779-1782 1788-1789 1795 1803-1804 1807 1809 1812 1818-1819 1822 1834 1845 1856-1857 1859 1868 1872 1874 1876 1878 1888 1920 1922-1923 1927 1937 1939 1942 1944 1956-1958 1960 1962 1964 1968 1971 1976 1983 1986 1993-1995 2017 2025 2027 2029 2031 2043 2046-2047 2049-2051 2120-2121 2123 2160-2161 2163 2220-2222 2232-2233 2235 2240-2241 2243 2256-2257 2268-2269 2271 2292 2294-2295 2305 2307 2313-2315 2324 2326 2373 2375 2385-2387 2409 2411 2424-2425 2427 2448-2450 2456 2458 2497 2499 2501-2503 2505 2507 2529 2531 2561-2564 2566-2567 2578-2579 2584 2596 2623-2626 2628-2629 2640 2649 2657 2666 2670 2693-2695 2697-2699 2705-2707 2752 2754-2755 2758 2769 2771 2774 2817-2819 2848-2849 2851 2910 2925-2927 2929-2931 2968-2969 2971 2984-2985 2987-2989 2992-2993 3000 3002-3003 5/0-1 3 9 11 20-21 24 30 32 35-37 48-49 51-52 54-55 61 63 69 72-73 75-77 93-95 97-99 110-111 113 115 130 142 158-159 161 170-171 174 178-179 184-185 187 192-193 195 237 239 348 350 372 374 400-402 408 424-426 428-429 440-441 443 449 451 468 470-473 475 500-501 503 508-510 532 542 564 570-571 581 583 616 618 633 635 687-689 691-692 695 700 708 710 712-713 716 733 735 738-739 742-743 745 747 754-756 760-761 764-766 772 774-775 785-787 791 801-803 809-812 814-818 823 826 831-832 834-835 840 842 897-901 904 906-907 910 915 917 921-922 933-935 937-938 942-943 954 960 964 986-987 1018-1019 1053 1055-1058 1064 1066 1071 1088 1090-1091 1101-1103 1108-1110 1112-1114 1124-1126 1138 1149-1151 1164 1166-1169 1171 1200 1202-1203 1244-1246 1283 1308-1310 1324-1325 1327 1332 1334 1352-1353 1355 1360-1362 1365-1366 1377-1382 1388 1390 1392-1393 1395 1400-1402 1404-1405 1407 1417 1419 1440-1442 1448 1450-1451 1461-1462 1480-1482 1493-1495 1506-1507 1524 1526 1528-1529 1531-1532 1534 1608 1612-1614 1624-1626 1636-1637 1639 1646 1657 1696-1697 1699 1705-1706 1709 1711-1712 1714-1715 1720-1722 1724 1740 1755 1758-1759 1769 1780-1782 1788 1790-1794 1829-1831 1836-1838 1840-1842 1844 1852 1856 1858 1864 1867 1870 1875-1876 1878 1881 1884 1888-1889 1920-1921 1939 1942 1945-1946 1956 1958 2021-2023 2031 2035 2040-2042 2056-2057 2059-2060 2062-2063 2068 2070 2080-2081 2083 2088-2090 2092-2093 2096-2098 2104-2106 2110-2111 2116-2117 2119 2125 2127 2136-2138 2146-2147 2158-2159 2165 2167 2170 2173-2175 2178-2179 2181-2183 2194 2200 2202 2228-2230 2268-2270 2300 2302-2303 2306-2307 2310 2392 2394-2395 2431-2432 2434 2437 2442 2445 2447 2476 2478-2479 2506-2509 2511 2517-2519 2524 2526 2528 2530-2531 2533-2535 2549 2551 2553 2558 2560 2562-2565 2568-2569 2571 2632-2633 2635-2638 2644-2646 2649 2651 2661-2663 2668-2669 2681 2683 2688 2690-2691 2696-2697 2699 2716-2717 2719 2721-2723 2728-2730 2734-2737 2739-2740 2742-2743 2745-2748 2750-2751 2770-2771 2776-2778 2796-2798 2804-2806 2824-2826 2828-2829 2831 2844-2845 2848 2850-2851 2864 2866 2881 2884 2887 2893 2900 2933 2935-2936 2950 2954 2956 2964 2968 2970-2971 2981 2995 2998 3067-3069 3074 3080 3089 3093 3095 3097 3099-3101 3103 3130-3131 3146-3147 3150-3153 3156 3158 3161-3163 3168-3169 3171-3173 3175 3184-3185 3188-3189 3191 3197-3199 3204-3205 3216 3218 3224 3226 3235 3237-3238 3245 3247-3248 3261 3263 3279 3284-3285 3290 3309 3325 3327-3329 3332 3338 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8968-8969 8971 9032-9034 9036 9038-9039 9081-9082 9173-9175 9217-9219 9224 9226 9249-9251 9300 9308 9311 9328 9330 9333 9336 9338 9424 9439 9458 9476 9480 9482 9497-9499 9519 9536-9537 9539 9605 9607 9612-9613 9615 9643 9704-9706 9804 9806 9828 9830 9836 9838-9839 9940-9941 9943 9947 9950 9968 9970 9973 9976 9978 9987 9993 10000-10001 10003 10017 10019 10027 10149 10151 10154 10157 10159 10242-10243 10260 10262-10263 10304 10306-10309 10311 10340-10341 10352-10353 10388-10390 10392-10393 10400-10402 10408 10417-10420 10424 10431 10474-10475 10491 10508-10510 10520-10521 10541 10543 10550-10554 10556-10557 10559 10564-10565 10575-10576 10583 10586 10589 10594-10595 10601 10604-10605 10620 10622 10640 10650 10658-10659 10662 10669-10671 10685 10687 10722 10726-10727 10729 10733 10735 10738-10739 10742-10745 10748 10750 10760 10765-10767 10771 10785 10787 10816 10818-10819 11012 11026-11028 11031 11036-11037 11039 11072 11074-11075 11080 11082-11083 11089 11091 11094-11095 11100 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30738-30739 30744 30746-30747 30788-30789 30796-30798 30800-30801 30803 30809-30811 30828-30830 30984-30985 31008 31010-31013 31015 31041-31043 31046-31048 31050-31051 31058 31063-31064 31066-31068 31093-31094 31100 31102-31103 31120-31122 31124-31125 31132 31150 31153-31154 31157 31160 31169 31181-31183 31188 31190-31191 31201 31204-31205 31207 31228-31229 31231 31344-31346 31388-31390 31412 31415 31422-31423 31452-31453 31455-31457 31459 31466-31467 31480 31486 31520-31522 31565 31571 31575 31584 31586-31587 31589-31590 31600-31601 31603 31608-31609 31611 31644 31657 31660-31661 31663 31668 31670-31671 31688-31690 31692-31693 31697-31699 31705-31707 31712-31713 31717 31719 31745 31747 31753 31760 31762-31763 31768 31772-31774 31794-31797 31806-31807 31814 31820-31821 31832 31838 31843 31855 31858 31860-31861 31884-31886 31936 31938-31939 31944-31946 31948 31952 31956 31967-31968 31970 31975-31976 31978 31990 31994-31995 32000 32005-32007 32009-32010 32012-32014 32021-32022 32028-32029 32032-32033 32035 32038 32052-32053 32056-32058 32061 32067 32070-32073 32077 32079 32082-32083 32086 32092-32094 32097-32100 32102 32108 32112-32113 32115 32121 32123 32137 32142 32144 32147 32150 32152-32153 32155 32161 32169 32175 32177 32179 32199 32202-32203 32208 32210 32216-32217 32222 32224-32225 32230 32233 32240-32242 32244-32245 32248 32251-32252 32256-32257 32259 32265-32266 32288-32289 32291 32308 32310 32316 32318-32319 32328 32331 32334-32336 32345 32347 32357 32367-32368 32372 32375-32376 32378-32379 32381-32383 32392-32394 32396 32398 32416 32418 32421-32424 32426 32429 32431 32448 32450-32451 32488-32490 32513 32532 32534 32540 32542 32545-32547 32564 32566-32567 32579-32580 32582 32590-32591 32596-32597 32600 32602 32609-32611 32626 32632-32634 32638-32639 32652 32654 32665-32667 32676 32704-32706 32711 32721-32723 32726 32771 33956-33957 33959 34592-34594 35572-35574 35744 35747 35880-35881 35883 36140-36142 36149-36151 36320-36321 36323 36334-36335 36689-36691 36864 36866-36867 36900-36901 36903 36909-36911 36993-36995 37204-37205 37208-37210 37214-37215 37236-37237 37240-37241 37243 37316-37318 37324 37326 37328-37330 37340-37342 37351 37357-37358 37363 37372 37701 37703-37706 37714 37716 37719 37725 37727-37728 37730-37732 37735-37736 37738 37744 37746 37748 37824 37826 37831 37842 37855 37857 37865 37870-37871 37890 37893 37895 37897-37898 37900-37902 37908-37909 37911-37912 37914 37916 37924 37926-37927 37932-37934 37944 37946-37947 37952 37954-37955 37959-37960 37965-37967 37984-37985 37987 38016-38018 38020-38022 38024 38026-38027 38029 38032 38037 38039-38040 38045-38048 38055 38059 38061-38062 38064-38065 38069 38071-38072 38075 38152-38154 38402 38409 38411 38414 38417 38424 38427 38433-38434 38436 38438 38440 38443 38446 38456-38457 38459 38535 38541-38543 38562 38565-38567 38569-38571 38828-38829 38831 39220-39222 39228 39230 39232 39237 39247 39256-39257 39262-39263 39268-39269 39275 39278 39280 39282-39284 39289 39291 39294-39295 39316 39318 39324 39326 39348 39350 39361-39362 39364 39368 39377 39387 39390-39391 39396-39397 39399 39403 39406-39408 39417-39418 39421-39423 39748 39751 39756 39769-39771 39776 39778 39781 39784 39786 39792 39796 39799 39804 39807 39877 39879 39888 39890 39900-39901 39908 39910 39916 39918-39919 39927 39933-39936 39939-39941 39943 39971 39976-39977 39979-39981 39983 40008-40009 40011 40066 40096 40099 40101-40106 40452-40453 40455 40461 40463 40480 40482-40483 40485 40487-40488 40490-40491 40576-40577 40590 40592-40593 40595 40601 40603 40610-40611 40620 40622 40625 40627 40633 40960 40963 40965-40967 41044-41045 41047 41220-41222 41240 41242-41243 41368-41370 41372-41373 41376-41377 41379-41381 41383 41388 41390-41391 41393 41396 41398-41399 41405 41407 41416 41418 41424-41425 41428-41429 41432 41441 41444 41446 41448-41450 41453 41455 41460 41463 41467-41468 41470 41564-41565 41567 41576 41582-41583 41587-41588 41590-41594 41596-41597 41612-41614 41616-41618 41620-41621 41624-41625 41627 41629 41631 41636 41639-41640 41643 41645-41646 41648-41649 41651-41653 41655 41657 41660-41661 41664-41666 41685 41688 41690-41691 41695 41701 41703 41706-41708 41710-41711 41721-41723 41733 41735 41739 41743 41752-41753 41755 41761 41764 41770 41773-41774 41776 41784 41786 41790 41793 41798 41803 41811 41815 41830-41831 41835 41840-41841 41847-41848 41852-41853 41855 41858 41861 41868 41870 41873 41875 41879 41881-41883 41887 41889-41891 41893 41906 41912-41913 41915 41918-41919 41925-41926 41928-41929 41935 41937-41938 41941-41942 41946 41949 41951 41954 41959-41960 41963 42044-42045 42092-42093 42096-42098 42102-42103 42108-42109 42113-42115 42123-42125 42132 42137 42142-42143 42145-42147 42150-42152 42157 42163 42169-42171 42177 42182 42189-42191 42194-42195 42197-42199 42220-42221 42232-42233 42264-42266 42268 42271 42273-42274 42278-42281 42283 42286-42287 42290 42294-42296 42299 42308-42309 42315 42317-42319 42325-42327 42331 42337-42340 42348 42353 42355 42360-42362 42364-42365 42370 42373-42374 42401 42403 42409 42412-42413 42415 42424-42426 42430-42434 42438 42442 42444 42448 42457-42461 42463-42465 42468 42471 42477 42479 42484 42486 42492 42498 42501-42503 42509-42511 42529 42537-42538 42544 42550 42555 42559 42564 42570-42571 42573 42579 42581 42583 42585 42588-42589 42591 42595-42596 42604 42606-42607 42609-42610 42612 42616 42618-42620 42622 42626 42630-42631 42641-42643 42646 42653 42672 42674 42689-42690 42693-42694 42696 42698-42700 42702 42704 42706 42708 42710 42714-42715 42717-42719 42737-42739 42744-42746 42753 42758-42759 42763 42766 42774 42777-42778 42784 42786-42787 42789 42791-42792 42794 42796 42799 42801 42803 42805 42807-42808 42810-42811 42814-42815 42818 42824 42826 42828-42829 42833-42834 42837 42839 42841 42848 42856-42858 42860-42861 42863-42864 42866-42867 42869 42874 42876-42877 42880 42887 42892 42895 42899-42900 42903 42912 42915 42920-42922 42924-42925 42927-42928 42930-42931 42936-42937 42939 42947 42960 42962 42964-42965 42984-42985 42988-42989 42991 42996 42998-42999 43004-43006 43010-43012 43017 43021-43023 43027-43028 43030 43032 43037 43039 43044 43047-43048 43051 43054-43055 43059 43072 43075-43077 43079 43081-43083 43136-43137 43145 43147 43268 43270-43271 44053-44056 44059 44062-44063 44096-44097 44099-44101 44117-44119 44121-44123 44152 44154-44155 44292 44294-44295 44324-44325 44327 44354 44360-44362 44368 44370 44374 44404 44406-44407 45059 45061 45063 45065-45067 45612-45613 45615 46528 46530-46531 46548 46550-46551 46576 46578-46581 46583 46590-46591 46792 46794-46795 46860 46862-46863 47520-47522 47784-47785 47787-47789 47844 47846-47847 47860 47862-47863 47912-47914 47924 47926-47927 48020 48022-48023https://cdsarc.cds.unistra.fr/viz-bin/moc/J/A+A/604/A108?format=asciidefaultJ/A+A/604/A108/unidamParameters for the main catalogue (UniDAM)recnoRecord number assigned by the VizieR team. Should Not be used for identification.meta.recordintSurveyInput survey designation (survey)meta.idcharIDUnique ID of the star from the input data (id)meta.id;meta.maincharGLONGalactic longitude (l)degpos.galactic.lonGLATGalactic latitude (b)degpos.galactic.latdoubleRAJ2000Right Ascension J2000.0 (raj2000)degpos.eq.ra;meta.mainindexedDEJ2000Declination J2000.0 (dej2000)degpos.eq.dec;meta.mainindexedUSPDFPri[0/7] Priority order of a given USPDF (starting from 0) (uspdf_priority)stat.varianceintUSPDFptsNumber of models used for UPSDF (uspdf_points)meta.numberintStage[1/3] Stage number (I, II or III) (stage) (1)meta.code.classintUSPDFW[0.030/1.000] Weight of a given USPDF (uspdf_weight)stat.weightfloatTUSPDF[1/8] Number of USPDF with weight >0.03 (total_uspdfs)meta.numberintQualQuality flag (quality) (2)meta.code.qualcharPbest[0/1] Probability for a best-fitting model (p_best)stat.fit.goodnessdoublePsed[0/1] p-value from chi-squared SED fit (p_sed)stat.fit.goodnessdoublelogAgeMeanMean value for logarithm of age (ageMean)log(yr)time.agefloate_logAgeMeanVariance for logarithm of age (age_err)log(yr)stat.errordoublelogAgeModeMode value for logarithm of age (ageMode)log(yr)time.agefloatlogAgeMedMedian value for logarithm of age (ageMed)log(yr)time.agefloate1_logAgeLower boundary of 1-sigma range for logarithm of age (age_low_1sigma)log(yr)stat.errorfloatE1_logAgeUpper boundary of 1-sigma range for logarithm of age (age_up_1sigma)log(yr)stat.errorfloate3_logAgeLower boundary of 3-sigma range for logarithm of age (age_low_3sigma)log(yr)stat.errorfloatE3_logAgeUpper boundary of 3-sigma range for logarithm of age (age_up_3sigma)log(yr)stat.errorfloatlogAgeFitFitting function for logarithm of age (ageFit) (3)log(yr)stat.fit.paramcharDistMeanMean value for distance (Distmean)kpcpos.distance;pos.heliocentricdoublelogAgePar1First fit parameter for logarithm of age (age_par_1) (4)log(yr)stat.fit.paramdoublelogAgePar2First fit parameter for logarithm of age (age_par_2) (4)log(yr)stat.fit.paramdoublelogAgePar3First fit parameter for logarithm of age (age_par_3) (4)log(yr)stat.fit.paramdoublelogAgePar4First fit parameter for logarithm of age (age_par_4) (4)log(yr)stat.fit.paramfloatlogAgePar5First fit parameter for logarithm of age (age_par_5) (4)log(yr)stat.fit.paramfloatMassMeanMean value for mass (mass_mean)solMassphys.massfloate_MassMeanVariance for mass (mass_err)solMassstat.errordoubleMassModeMode value for mass (mass_mode)solMassphys.massfloatMassMedMedian value for mass (mass_median)solMassphys.massfloate1_MassLower boundary of 1-sigma range for mass (mass_low_1sigma)solMassstat.errorfloatE1_MassUpper boundary of 1-sigma range for mass (mass_up_1sigma)solMassstat.errorfloate3_MassLower boundary of 3-sigma range for mass (mass_low_3sigma)solMassstat.errorfloatE3_MassUpper boundary of 3-sigma range for mass (mass_up_3sigma)solMassstat.errorfloatMassFitFitting function for mass (mass_fit) (3)solMassstat.fit.paramcharMassPar1First fit parameter for mass (mass_par_1) (4)solMassstat.fit.paramdoubleMassPar2First fit parameter for mass (mass_par_2) (4)solMassstat.fit.paramdoubleMassPar3First fit parameter for mass (mass_par_3) (4)solMassstat.fit.paramdoubleMassPar4First fit parameter for mass (mass_par_4) (4)solMassstat.fit.paramfloatMassPar5First fit parameter for mass (mass_par_5) (4)solMassstat.fit.paramfloatDMMeanMean value for distance modulus (distance_modulus_mean)magphot.mag.distModdoublee_DMMeanVariance for distance modulus (distance_modulus_err)magstat.errorfloatDMModeMode value for distance modulus (distance_modulus_mode)magphot.mag.distModfloatDMMedMedian value for distance modulus (distance_modulus_median)magphot.mag.distModfloate1_DMLower boundary of 1-sigma range for distance modulus (distance_modulus_low_1sigma)magstat.errorfloatE1_DMUpper boundary of 1-sigma range for distance modulus (distance_modulus_up_1sigma)magstat.errorfloate3_DMLower boundary of 3-sigma range for distance modulus (distance_modulus_low_3sigma)magstat.errorfloatE3_DMUpper boundary of 3-sigma range for distance modulus (distance_modulus_up_3sigma)magstat.errorfloatDMFitFitting function for distance modulus (distance_modulusFit) (3)magstat.fit.paramcharDMPar1First fit parameter for distance modulus (distance_modulus_par_1) (4)magstat.fit.paramfloatDMPar2First fit parameter for distance modulus (distance_modulus_par_2) (4)magstat.fit.paramfloatDMPar3First fit parameter for distance modulus (distance_modulus_par_3) (4)magstat.fit.paramdoubleDMPar4First fit parameter for distance modulus (distance_modulus_par_4) (4)magstat.fit.paramfloatDMPar5First fit parameter for distance modulus (distance_modulus_par_5) (4)magstat.fit.paramfloatExtMeanMean value for extinction in 2MASS K-band (extinction_mean)magphys.absorptiondoublee_ExtMeanVariance for extinction in 2MASS K-band (extinction_err)magstat.errorfloatExtModeMode value for extinction in 2MASS K-band (extinction_mode)magphys.absorptionfloatExtMedMedian value for extinction in 2MASS K-band (extinction_median)magphys.absorptionfloate1_ExtLower boundary of 1-sigma range for extinction in 2MASS K-band (extinction_low_1sigma)magstat.errordoubleE1_ExtUpper boundary of 1-sigma range for extinction in 2MASS K-band (extinction_up_1sigma)magstat.errorfloate3_ExtLower boundary of 3-sigma range for extinction in 2MASS K-band (extinction_low_3sigma)magstat.errordoubleE3_ExtUpper boundary of 3-sigma range for extinction in 2MASS K-band (extinction_up_3sigma)magstat.errorfloatExtFitFitting function for extinction in 2MASS K-band (extinction_fit) (3)magstat.fit.paramcharExtPar1First fit parameter for extinction in 2MASS K-band (extinction_par_1) (4)magstat.fit.paramdoubleExtPar2First fit parameter for extinction in 2MASS K-band (extinction_par_2) (4)magstat.fit.paramfloatExtPar3First fit parameter for extinction in 2MASS K-band (extinction_par_3) (4)magstat.fit.paramdoubleExtPar4First fit parameter for extinction in 2MASS K-band (extinction_par_4) (4)magstat.fit.paramdoubleExtPar5First fit parameter for extinction in 2MASS K-band (extinction_par_5) (4)magstat.fit.paramfloate_DistMeanVariance for distance (distance_err)kpcstat.errordoubleDistModMode value for distance (distanceMode)kpcpos.distance;pos.heliocentricdoubleDistMedMedian value for distance (distanceMed)kpcpos.distance;pos.heliocentricdoublee1_DistLower boundary of 1-sigma range for distance (distance_low_1sigma)kpcstat.errordoubleE1_DistUpper boundary of 1-sigma range for distance (distance_up_1sigma)kpcstat.errordoublee3_DistLower boundary of 3-sigma range for distance (distance_low_3sigma)kpcstat.errordoubleE3_DistUpper boundary of 3-sigma range for distance (distance_up_3sigma)kpcstat.errordoubleDistFitFitting function for distance (distanceFit) (3)kpcstat.fit.paramcharDistPar1First fit parameter for distance (Distpar_1) (4)kpcstat.fit.paramdoubleDistPar2First fit parameter for distance (Distpar_2) (4)kpcstat.fit.paramdoubleDistPar3First fit parameter for distance (Distpar_3) (4)kpcstat.fit.paramdoubleDistPar4First fit parameter for distance (Distpar_4) (4)kpcstat.fit.paramdoubleDistPar5First fit parameter for distance (Distpar_5) (4)kpcstat.fit.paramdoubleplxMeanMean value for parallax (plx_mean)maspos.parallaxdoublee_plxMeanVariance for parallax (parallax_err)masstat.errordoubleplxModeMode value for parallax (parallax_mode)maspos.parallaxdoubleplxMedMedian value for parallax (parallax_median)maspos.parallaxdoublee1_plxLower boundary of 1-sigma range for parallax (parallax_low_1sigma)masstat.errordoubleE1_plxUpper boundary of 1-sigma range for parallax (parallax_up_1sigma)masstat.errordoublee3_plxLower boundary of 3-sigma range for parallax (parallax_low_3sigma)masstat.errordoubleE3_plxUpper boundary of 3-sigma range for parallax (parallax_up_3sigma)masstat.errordoubleplxFitFitting function for parallax (parallax_fit) (3)masstat.fit.paramcharplxPar1First fit parameter for parallax (plx_par_1) (4)masstat.fit.paramdoubleplxPar2First fit parameter for parallax (plx_par_2) (4)masstat.fit.paramdoubleplxPar3First fit parameter for parallax (plx_par_3) (4)masstat.fit.paramdoubleplxPar4First fit parameter for parallax (plx_par_4) (4)masstat.fit.paramdoubleplxPar5First fit parameter for parallax (plx_par_5) (4)masstat.fit.paramdoubleDM-AgeSlopeSlope of the distance modulus-log(Age) relation (dm_age_slope)stat.fit.paramdoubleDM-AgeInterIntercept of the distance modulus-log(Age) relation (dm_age_intercept)stat.fit.paramdoubleDM-AgeSctScatter of the distance modulus-log(Age) relation (dm_age_scatter)stat.fit.paramdoubleDM-AgeMadMAD of the distance modulus-log(Age) relation (dm_age_mad)stat.fit.paramdoubleAge-DMSlopeSlope of the log(Age)-distance modulus relation (age_dm_slope)stat.fit.paramdoubleAge-DMInterIntercept of the log(Age)-distance modulus relation (age_dm_intercept)stat.fit.paramdoubleAge-DMSctScatter of the log(Age)-distance modulus relation (age_dm_scatter)stat.fit.paramfloatAge-DMMadMAD of the log(Age)-distance modulus relation (age_dm_mad)stat.fit.paramdoubleDM-MassSlopeSlope of the distance modulus-log(Mass) relation (dm_mass_slope)stat.fit.paramdoubleDM-MassInterIntercept of the distance modulus-log(Mass) relation (dm_mass_intercept)stat.fit.paramdoubleDM-MassSctScatter of the distance modulus-log(Mass) relation (dm_mass_scatter)stat.fit.paramdoubleDM-MassMadMAD of the distance modulus-log(Mass) relation (dm_mass_mad)stat.fit.paramdoubleDM-smooth[0/7] Smoothing parameter for PDF for distance modulus (distance_modulus_smooth) (5)magstat.fit.paramfloatExt-smooth[0/7] Smoothing parameter for PDF for extinction in 2MASS k-band (extinction_smooth) (5)magstat.fit.paramfloatJ/A+A/604/A108/apogee12Parameters for APOGEE DR12 (APOGEE_dr12)DEJ2000Declination J2000.0 (dej2000)degpos.eq.dec;meta.mainindexedrecnoRecord number assigned by the VizieR team. Should Not be used for identification.meta.recordintSurveyInput survey designation (survey)meta.idcharIDUnique ID of the star from the input data (id)meta.id;meta.maincharGLONGalactic longitude (l)degpos.galactic.lonGLATGalactic latitude (b)degpos.galactic.latdoubleRAJ2000Right Ascension J2000.0 (raj2000)degpos.eq.ra;meta.mainindexedUSPDFPri[0/7] Priority order of a given USPDF (starting from 0) (uspdf_priority)stat.varianceintUSPDFptsNumber of models used for UPSDF (uspdf_points)meta.numberintStage[1/3] Stage number (I, II or III) (stage) (1)meta.code.classintUSPDFW[0.030/1.000] Weight of a given USPDF (uspdf_weight)stat.weightfloatTUSPDF[1/8] Number of USPDF with weight >0.03 (total_uspdfs)meta.numberintQualQuality flag (quality) (2)meta.code.qualcharPbest[0/1] Probability for a best-fitting model (p_best)stat.fit.goodnessdoublePsed[0/1] p-value from chi-squared SED fit (p_sed)stat.fit.goodnessdoublelogAgeMeanMean value for logarithm of age (ageMean)log(yr)time.agefloate_logAgeMeanVariance for logarithm of age (age_err)log(yr)stat.errordoublelogAgeModeMode value for logarithm of age (ageMode)log(yr)time.agefloatlogAgeMedMedian value for logarithm of age (ageMed)log(yr)time.agefloate1_logAgeLower boundary of 1-sigma range for logarithm of age (age_low_1sigma)log(yr)stat.errorfloatE1_logAgeUpper boundary of 1-sigma range for logarithm of age (age_up_1sigma)log(yr)stat.errorfloate3_logAgeLower boundary of 3-sigma range for logarithm of age (age_low_3sigma)log(yr)stat.errorfloatE3_logAgeUpper boundary of 3-sigma range for logarithm of age (age_up_3sigma)log(yr)stat.errorfloatlogAgeFitFitting function for logarithm of age (ageFit) (3)log(yr)stat.fit.paramcharlogAgePar1First fit parameter for logarithm of age (age_par_1) (4)log(yr)stat.fit.paramdoublelogAgePar2First fit parameter for logarithm of age (age_par_2) (4)log(yr)stat.fit.paramdoublelogAgePar3First fit parameter for logarithm of age (age_par_3) (4)log(yr)stat.fit.paramdoublelogAgePar4First fit parameter for logarithm of age (age_par_4) (4)log(yr)stat.fit.paramfloatlogAgePar5First fit parameter for logarithm of age (age_par_5) (4)log(yr)stat.fit.paramfloatMassMeanMean value for mass (mass_mean)solMassphys.massfloate_MassMeanVariance for mass (mass_err)solMassstat.errordoubleMassModeMode value for mass (mass_mode)solMassphys.massfloatMassMedMedian value for mass (mass_median)solMassphys.massfloate1_MassLower boundary of 1-sigma range for mass (mass_low_1sigma)solMassstat.errorfloatE1_MassUpper boundary of 1-sigma range for mass (mass_up_1sigma)solMassstat.errorfloate3_MassLower boundary of 3-sigma range for mass (mass_low_3sigma)solMassstat.errorfloatE3_MassUpper boundary of 3-sigma range for mass (mass_up_3sigma)solMassstat.errorfloatMassFitFitting function for mass (mass_fit) (3)solMassstat.fit.paramcharMassPar1First fit parameter for mass (mass_par_1) (4)solMassstat.fit.paramdoubleMassPar2First fit parameter for mass (mass_par_2) (4)solMassstat.fit.paramdoubleMassPar3First fit parameter for mass (mass_par_3) (4)solMassstat.fit.paramdoubleMassPar4First fit parameter for mass (mass_par_4) (4)solMassstat.fit.paramfloatMassPar5First fit parameter for mass (mass_par_5) (4)solMassstat.fit.paramfloatDMMeanMean value for distance modulus (distance_modulus_mean)magphot.mag.distModdoublee_DMMeanVariance for distance modulus (distance_modulus_err)magstat.errorfloatDMModeMode value for distance modulus (distance_modulus_mode)magphot.mag.distModfloatDMMedMedian value for distance modulus (distance_modulus_median)magphot.mag.distModfloate1_DMLower boundary of 1-sigma range for distance modulus (distance_modulus_low_1sigma)magstat.errorfloatE1_DMUpper boundary of 1-sigma range for distance modulus (distance_modulus_up_1sigma)magstat.errorfloate3_DMLower boundary of 3-sigma range for distance modulus (distance_modulus_low_3sigma)magstat.errorfloatE3_DMUpper boundary of 3-sigma range for distance modulus (distance_modulus_up_3sigma)magstat.errorfloatDMFitFitting function for distance modulus (distance_modulusFit) (3)magstat.fit.paramcharDMPar1First fit parameter for distance modulus (distance_modulus_par_1) (4)magstat.fit.paramfloatDMPar2First fit parameter for distance modulus (distance_modulus_par_2) (4)magstat.fit.paramfloatDMPar3First fit parameter for distance modulus (distance_modulus_par_3) (4)magstat.fit.paramdoubleDMPar4First fit parameter for distance modulus (distance_modulus_par_4) (4)magstat.fit.paramfloatDMPar5First fit parameter for distance modulus (distance_modulus_par_5) (4)magstat.fit.paramfloatExtMeanMean value for extinction in 2MASS K-band (extinction_mean)magphys.absorptiondoublee_ExtMeanVariance for extinction in 2MASS K-band (extinction_err)magstat.errorfloatExtModeMode value for extinction in 2MASS K-band (extinction_mode)magphys.absorptionfloatExtMedMedian value for extinction in 2MASS K-band (extinction_median)magphys.absorptionfloate1_ExtLower boundary of 1-sigma range for extinction in 2MASS K-band (extinction_low_1sigma)magstat.errordoubleE1_ExtUpper boundary of 1-sigma range for extinction in 2MASS K-band (extinction_up_1sigma)magstat.errorfloate3_ExtLower boundary of 3-sigma range for extinction in 2MASS K-band (extinction_low_3sigma)magstat.errordoubleE3_ExtUpper boundary of 3-sigma range for extinction in 2MASS K-band (extinction_up_3sigma)magstat.errorfloatExtFitFitting function for extinction in 2MASS K-band (extinction_fit) (3)magstat.fit.paramcharExtPar1First fit parameter for extinction in 2MASS K-band (extinction_par_1) (4)magstat.fit.paramdoubleExtPar2First fit parameter for extinction in 2MASS K-band (extinction_par_2) (4)magstat.fit.paramfloatExtPar3First fit parameter for extinction in 2MASS K-band (extinction_par_3) (4)magstat.fit.paramdoubleExtPar4First fit parameter for extinction in 2MASS K-band (extinction_par_4) (4)magstat.fit.paramdoubleExtPar5First fit parameter for extinction in 2MASS K-band (extinction_par_5) (4)magstat.fit.paramfloatDistMeanMean value for distance (Distmean)kpcpos.distance;pos.heliocentricdoublee_DistMeanVariance for distance (distance_err)kpcstat.errordoubleDistModMode value for distance (distanceMode)kpcpos.distance;pos.heliocentricdoubleDistMedMedian value for distance (distanceMed)kpcpos.distance;pos.heliocentricdoublee1_DistLower boundary of 1-sigma range for distance (distance_low_1sigma)kpcstat.errordoubleE1_DistUpper boundary of 1-sigma range for distance (distance_up_1sigma)kpcstat.errordoublee3_DistLower boundary of 3-sigma range for distance (distance_low_3sigma)kpcstat.errordoubleE3_DistUpper boundary of 3-sigma range for distance (distance_up_3sigma)kpcstat.errordoubleDistFitFitting function for distance (distanceFit) (3)kpcstat.fit.paramcharDistPar1First fit parameter for distance (Distpar_1) (4)kpcstat.fit.paramdoubleDistPar2First fit parameter for distance (Distpar_2) (4)kpcstat.fit.paramdoubleDistPar3First fit parameter for distance (Distpar_3) (4)kpcstat.fit.paramdoubleDistPar4First fit parameter for distance (Distpar_4) (4)kpcstat.fit.paramdoubleDistPar5First fit parameter for distance (Distpar_5) (4)kpcstat.fit.paramdoubleplxMeanMean value for parallax (plx_mean)maspos.parallaxdoublee_plxMeanVariance for parallax (parallax_err)masstat.errordoubleplxModeMode value for parallax (parallax_mode)maspos.parallaxdoubleplxMedMedian value for parallax (parallax_median)maspos.parallaxdoublee1_plxLower boundary of 1-sigma range for parallax (parallax_low_1sigma)masstat.errordoubleE1_plxUpper boundary of 1-sigma range for parallax (parallax_up_1sigma)masstat.errordoublee3_plxLower boundary of 3-sigma range for parallax (parallax_low_3sigma)masstat.errordoubleE3_plxUpper boundary of 3-sigma range for parallax (parallax_up_3sigma)masstat.errordoubleplxFitFitting function for parallax (parallax_fit) (3)masstat.fit.paramcharplxPar1First fit parameter for parallax (plx_par_1) (4)masstat.fit.paramdoubleplxPar2First fit parameter for parallax (plx_par_2) (4)masstat.fit.paramdoubleplxPar3First fit parameter for parallax (plx_par_3) (4)masstat.fit.paramdoubleplxPar4First fit parameter for parallax (plx_par_4) (4)masstat.fit.paramdoubleplxPar5First fit parameter for parallax (plx_par_5) (4)masstat.fit.paramdoubleDM-AgeSlopeSlope of the distance modulus-log(Age) relation (dm_age_slope)stat.fit.paramdoubleDM-AgeInterIntercept of the distance modulus-log(Age) relation (dm_age_intercept)stat.fit.paramdoubleDM-AgeSctScatter of the distance modulus-log(Age) relation (dm_age_scatter)stat.fit.paramdoubleDM-AgeMadMAD of the distance modulus-log(Age) relation (dm_age_mad)stat.fit.paramdoubleAge-DMSlopeSlope of the log(Age)-distance modulus relation (age_dm_slope)stat.fit.paramdoubleAge-DMInterIntercept of the log(Age)-distance modulus relation (age_dm_intercept)stat.fit.paramdoubleAge-DMSctScatter of the log(Age)-distance modulus relation (age_dm_scatter)stat.fit.paramfloatAge-DMMadMAD of the log(Age)-distance modulus relation (age_dm_mad)stat.fit.paramdoubleDM-MassSlopeSlope of the distance modulus-log(Mass) relation (dm_mass_slope)stat.fit.paramdoubleDM-MassInterIntercept of the distance modulus-log(Mass) relation (dm_mass_intercept)stat.fit.paramdoubleDM-MassSctScatter of the distance modulus-log(Mass) relation (dm_mass_scatter)stat.fit.paramdoubleDM-MassMadMAD of the distance modulus-log(Mass) relation (dm_mass_mad)stat.fit.paramdoubleDM-smooth[0/7] Smoothing parameter for PDF for distance modulus (distance_modulus_smooth) (5)magstat.fit.paramfloatExt-smooth[0/7] Smoothing parameter for PDF for extinction in 2MASS k-band (extinction_smooth) (5)magstat.fit.paramfloatJ/A+A/604/A108/apokas14Parameters for APOKASC (APOKASC_2014)SurveyInput survey designation (survey)meta.idcharrecnoRecord number assigned by the VizieR team. Should Not be used for identification.meta.recordintIDUnique ID of the star from the input data (id)meta.id;meta.maincharGLONGalactic longitude (l)degpos.galactic.lonGLATGalactic latitude (b)degpos.galactic.latdoubleRAJ2000Right Ascension J2000.0 (raj2000)degpos.eq.ra;meta.mainDEJ2000Declination J2000.0 (dej2000)degpos.eq.dec;meta.mainUSPDFPri[0/7] Priority order of a given USPDF (starting from 0) (uspdf_priority)stat.varianceintUSPDFptsNumber of models used for UPSDF (uspdf_points)meta.numberintStage[1/3] Stage number (I, II or III) (stage) (1)meta.code.classintUSPDFW[0.030/1.000] Weight of a given USPDF (uspdf_weight)stat.weightfloatTUSPDF[1/8] Number of USPDF with weight >0.03 (total_uspdfs)meta.numberintQualQuality flag (quality) (2)meta.code.qualcharPbest[0/1] Probability for a best-fitting model (p_best)stat.fit.goodnessdoublePsed[0/1] p-value from chi-squared SED fit (p_sed)stat.fit.goodnessdoublelogAgeMeanMean value for logarithm of age (ageMean)log(yr)time.agefloate_logAgeMeanVariance for logarithm of age (age_err)log(yr)stat.errordoublelogAgeModeMode value for logarithm of age (ageMode)log(yr)time.agefloatlogAgeMedMedian value for logarithm of age (ageMed)log(yr)time.agefloate1_logAgeLower boundary of 1-sigma range for logarithm of age (age_low_1sigma)log(yr)stat.errorfloatE1_logAgeUpper boundary of 1-sigma range for logarithm of age (age_up_1sigma)log(yr)stat.errorfloate3_logAgeLower boundary of 3-sigma range for logarithm of age (age_low_3sigma)log(yr)stat.errorfloatE3_logAgeUpper boundary of 3-sigma range for logarithm of age (age_up_3sigma)log(yr)stat.errorfloatlogAgeFitFitting function for logarithm of age (ageFit) (3)log(yr)stat.fit.paramcharlogAgePar1First fit parameter for logarithm of age (age_par_1) (4)log(yr)stat.fit.paramdoublelogAgePar2First fit parameter for logarithm of age (age_par_2) (4)log(yr)stat.fit.paramdoublelogAgePar3First fit parameter for logarithm of age (age_par_3) (4)log(yr)stat.fit.paramdoublelogAgePar4First fit parameter for logarithm of age (age_par_4) (4)log(yr)stat.fit.paramfloatlogAgePar5First fit parameter for logarithm of age (age_par_5) (4)log(yr)stat.fit.paramfloatMassMeanMean value for mass (mass_mean)solMassphys.massfloate_MassMeanVariance for mass (mass_err)solMassstat.errordoubleMassModeMode value for mass (mass_mode)solMassphys.massfloatMassMedMedian value for mass (mass_median)solMassphys.massfloate1_MassLower boundary of 1-sigma range for mass (mass_low_1sigma)solMassstat.errorfloatE1_MassUpper boundary of 1-sigma range for mass (mass_up_1sigma)solMassstat.errorfloate3_MassLower boundary of 3-sigma range for mass (mass_low_3sigma)solMassstat.errorfloatE3_MassUpper boundary of 3-sigma range for mass (mass_up_3sigma)solMassstat.errorfloatMassFitFitting function for mass (mass_fit) (3)solMassstat.fit.paramcharMassPar1First fit parameter for mass (mass_par_1) (4)solMassstat.fit.paramdoubleMassPar2First fit parameter for mass (mass_par_2) (4)solMassstat.fit.paramdoubleMassPar3First fit parameter for mass (mass_par_3) (4)solMassstat.fit.paramdoubleMassPar4First fit parameter for mass (mass_par_4) (4)solMassstat.fit.paramfloatMassPar5First fit parameter for mass (mass_par_5) (4)solMassstat.fit.paramfloatDMMeanMean value for distance modulus (distance_modulus_mean)magphot.mag.distModdoublee_DMMeanVariance for distance modulus (distance_modulus_err)magstat.errorfloatDMModeMode value for distance modulus (distance_modulus_mode)magphot.mag.distModfloatDMMedMedian value for distance modulus (distance_modulus_median)magphot.mag.distModfloate1_DMLower boundary of 1-sigma range for distance modulus (distance_modulus_low_1sigma)magstat.errorfloatE1_DMUpper boundary of 1-sigma range for distance modulus (distance_modulus_up_1sigma)magstat.errorfloate3_DMLower boundary of 3-sigma range for distance modulus (distance_modulus_low_3sigma)magstat.errorfloatE3_DMUpper boundary of 3-sigma range for distance modulus (distance_modulus_up_3sigma)magstat.errorfloatDMFitFitting function for distance modulus (distance_modulusFit) (3)magstat.fit.paramcharDMPar1First fit parameter for distance modulus (distance_modulus_par_1) (4)magstat.fit.paramfloatDMPar2First fit parameter for distance modulus (distance_modulus_par_2) (4)magstat.fit.paramfloatDMPar3First fit parameter for distance modulus (distance_modulus_par_3) (4)magstat.fit.paramdoubleDMPar4First fit parameter for distance modulus (distance_modulus_par_4) (4)magstat.fit.paramfloatDMPar5First fit parameter for distance modulus (distance_modulus_par_5) (4)magstat.fit.paramfloatExtMeanMean value for extinction in 2MASS K-band (extinction_mean)magphys.absorptiondoublee_ExtMeanVariance for extinction in 2MASS K-band (extinction_err)magstat.errorfloatExtModeMode value for extinction in 2MASS K-band (extinction_mode)magphys.absorptionfloatExtMedMedian value for extinction in 2MASS K-band (extinction_median)magphys.absorptionfloate1_ExtLower boundary of 1-sigma range for extinction in 2MASS K-band (extinction_low_1sigma)magstat.errordoubleE1_ExtUpper boundary of 1-sigma range for extinction in 2MASS K-band (extinction_up_1sigma)magstat.errorfloate3_ExtLower boundary of 3-sigma range for extinction in 2MASS K-band (extinction_low_3sigma)magstat.errordoubleE3_ExtUpper boundary of 3-sigma range for extinction in 2MASS K-band (extinction_up_3sigma)magstat.errorfloatExtFitFitting function for extinction in 2MASS K-band (extinction_fit) (3)magstat.fit.paramcharExtPar1First fit parameter for extinction in 2MASS K-band (extinction_par_1) (4)magstat.fit.paramdoubleExtPar2First fit parameter for extinction in 2MASS K-band (extinction_par_2) (4)magstat.fit.paramfloatExtPar3First fit parameter for extinction in 2MASS K-band (extinction_par_3) (4)magstat.fit.paramdoubleExtPar4First fit parameter for extinction in 2MASS K-band (extinction_par_4) (4)magstat.fit.paramdoubleExtPar5First fit parameter for extinction in 2MASS K-band (extinction_par_5) (4)magstat.fit.paramfloatDistMeanMean value for distance (Distmean)kpcpos.distance;pos.heliocentricdoublee_DistMeanVariance for distance (distance_err)kpcstat.errordoubleDistModMode value for distance (distanceMode)kpcpos.distance;pos.heliocentricdoubleDistMedMedian value for distance (distanceMed)kpcpos.distance;pos.heliocentricdoublee1_DistLower boundary of 1-sigma range for distance (distance_low_1sigma)kpcstat.errordoubleE1_DistUpper boundary of 1-sigma range for distance (distance_up_1sigma)kpcstat.errordoublee3_DistLower boundary of 3-sigma range for distance (distance_low_3sigma)kpcstat.errordoubleE3_DistUpper boundary of 3-sigma range for distance (distance_up_3sigma)kpcstat.errordoubleDistFitFitting function for distance (distanceFit) (3)kpcstat.fit.paramcharDistPar1First fit parameter for distance (Distpar_1) (4)kpcstat.fit.paramdoubleDistPar2First fit parameter for distance (Distpar_2) (4)kpcstat.fit.paramdoubleDistPar3First fit parameter for distance (Distpar_3) (4)kpcstat.fit.paramdoubleDistPar4First fit parameter for distance (Distpar_4) (4)kpcstat.fit.paramdoubleDistPar5First fit parameter for distance (Distpar_5) (4)kpcstat.fit.paramdoubleplxMeanMean value for parallax (plx_mean)maspos.parallaxdoublee_plxMeanVariance for parallax (parallax_err)masstat.errordoubleplxModeMode value for parallax (parallax_mode)maspos.parallaxdoubleplxMedMedian value for parallax (parallax_median)maspos.parallaxdoublee1_plxLower boundary of 1-sigma range for parallax (parallax_low_1sigma)masstat.errordoubleE1_plxUpper boundary of 1-sigma range for parallax (parallax_up_1sigma)masstat.errordoublee3_plxLower boundary of 3-sigma range for parallax (parallax_low_3sigma)masstat.errordoubleE3_plxUpper boundary of 3-sigma range for parallax (parallax_up_3sigma)masstat.errordoubleplxFitFitting function for parallax (parallax_fit) (3)masstat.fit.paramcharplxPar1First fit parameter for parallax (plx_par_1) (4)masstat.fit.paramdoubleplxPar2First fit parameter for parallax (plx_par_2) (4)masstat.fit.paramdoubleplxPar3First fit parameter for parallax (plx_par_3) (4)masstat.fit.paramdoubleplxPar4First fit parameter for parallax (plx_par_4) (4)masstat.fit.paramdoubleplxPar5First fit parameter for parallax (plx_par_5) (4)masstat.fit.paramdoubleDM-AgeSlopeSlope of the distance modulus-log(Age) relation (dm_age_slope)stat.fit.paramdoubleDM-AgeInterIntercept of the distance modulus-log(Age) relation (dm_age_intercept)stat.fit.paramdoubleDM-AgeSctScatter of the distance modulus-log(Age) relation (dm_age_scatter)stat.fit.paramdoubleDM-AgeMadMAD of the distance modulus-log(Age) relation (dm_age_mad)stat.fit.paramdoubleAge-DMSlopeSlope of the log(Age)-distance modulus relation (age_dm_slope)stat.fit.paramdoubleAge-DMInterIntercept of the log(Age)-distance modulus relation (age_dm_intercept)stat.fit.paramdoubleAge-DMSctScatter of the log(Age)-distance modulus relation (age_dm_scatter)stat.fit.paramfloatAge-DMMadMAD of the log(Age)-distance modulus relation (age_dm_mad)stat.fit.paramdoubleDM-MassSlopeSlope of the distance modulus-log(Mass) relation (dm_mass_slope)stat.fit.paramdoubleDM-MassInterIntercept of the distance modulus-log(Mass) relation (dm_mass_intercept)stat.fit.paramdoubleDM-MassSctScatter of the distance modulus-log(Mass) relation (dm_mass_scatter)stat.fit.paramdoubleDM-MassMadMAD of the distance modulus-log(Mass) relation (dm_mass_mad)stat.fit.paramdoubleDM-smooth[0/7] Smoothing parameter for PDF for distance modulus (distance_modulus_smooth) (5)magstat.fit.paramfloatExt-smooth[0/7] Smoothing parameter for PDF for extinction in 2MASS k-band (extinction_smooth) (5)magstat.fit.paramfloatJ/A+A/604/A108/rave_dr5Parameters for RAVE DR5 (RAVE_DR5)SurveyInput survey designation (survey)meta.idcharrecnoRecord number assigned by the VizieR team. Should Not be used for identification.meta.recordintIDUnique ID of the star from the input data (id)meta.id;meta.maincharGLONGalactic longitude (l)degpos.galactic.lonGLATGalactic latitude (b)degpos.galactic.latdoubleRAJ2000Right Ascension J2000.0 (raj2000)degpos.eq.ra;meta.mainindexedDEJ2000Declination J2000.0 (dej2000)degpos.eq.dec;meta.mainindexedUSPDFPri[0/7] Priority order of a given USPDF (starting from 0) (uspdf_priority)stat.varianceintUSPDFptsNumber of models used for UPSDF (uspdf_points)meta.numberintStage[1/3] Stage number (I, II or III) (stage) (1)meta.code.classintUSPDFW[0.030/1.000] Weight of a given USPDF (uspdf_weight)stat.weightfloatTUSPDF[1/8] Number of USPDF with weight >0.03 (total_uspdfs)meta.numberintQualQuality flag (quality) (2)meta.code.qualcharPbest[0/1] Probability for a best-fitting model (p_best)stat.fit.goodnessdoublePsed[0/1] p-value from chi-squared SED fit (p_sed)stat.fit.goodnessdoublelogAgeMeanMean value for logarithm of age (ageMean)log(yr)time.agefloate_logAgeMeanVariance for logarithm of age (age_err)log(yr)stat.errordoublelogAgeModeMode value for logarithm of age (ageMode)log(yr)time.agefloatlogAgeMedMedian value for logarithm of age (ageMed)log(yr)time.agefloate1_logAgeLower boundary of 1-sigma range for logarithm of age (age_low_1sigma)log(yr)stat.errorfloatE1_logAgeUpper boundary of 1-sigma range for logarithm of age (age_up_1sigma)log(yr)stat.errorfloate3_logAgeLower boundary of 3-sigma range for logarithm of age (age_low_3sigma)log(yr)stat.errorfloatE3_logAgeUpper boundary of 3-sigma range for logarithm of age (age_up_3sigma)log(yr)stat.errorfloatlogAgeFitFitting function for logarithm of age (ageFit) (3)log(yr)stat.fit.paramcharlogAgePar1First fit parameter for logarithm of age (age_par_1) (4)log(yr)stat.fit.paramdoublelogAgePar2First fit parameter for logarithm of age (age_par_2) (4)log(yr)stat.fit.paramdoublelogAgePar3First fit parameter for logarithm of age (age_par_3) (4)log(yr)stat.fit.paramdoublelogAgePar4First fit parameter for logarithm of age (age_par_4) (4)log(yr)stat.fit.paramfloatlogAgePar5First fit parameter for logarithm of age (age_par_5) (4)log(yr)stat.fit.paramfloatMassMeanMean value for mass (mass_mean)solMassphys.massfloate_MassMeanVariance for mass (mass_err)solMassstat.errordoubleMassModeMode value for mass (mass_mode)solMassphys.massfloatMassMedMedian value for mass (mass_median)solMassphys.massfloate1_MassLower boundary of 1-sigma range for mass (mass_low_1sigma)solMassstat.errorfloatE1_MassUpper boundary of 1-sigma range for mass (mass_up_1sigma)solMassstat.errorfloate3_MassLower boundary of 3-sigma range for mass (mass_low_3sigma)solMassstat.errorfloatE3_MassUpper boundary of 3-sigma range for mass (mass_up_3sigma)solMassstat.errorfloatMassFitFitting function for mass (mass_fit) (3)solMassstat.fit.paramcharMassPar1First fit parameter for mass (mass_par_1) (4)solMassstat.fit.paramdoubleMassPar2First fit parameter for mass (mass_par_2) (4)solMassstat.fit.paramdoubleMassPar3First fit parameter for mass (mass_par_3) (4)solMassstat.fit.paramdoubleMassPar4First fit parameter for mass (mass_par_4) (4)solMassstat.fit.paramfloatMassPar5First fit parameter for mass (mass_par_5) (4)solMassstat.fit.paramfloatDMMeanMean value for distance modulus (distance_modulus_mean)magphot.mag.distModdoublee_DMMeanVariance for distance modulus (distance_modulus_err)magstat.errorfloatDMModeMode value for distance modulus (distance_modulus_mode)magphot.mag.distModfloatDMMedMedian value for distance modulus (distance_modulus_median)magphot.mag.distModfloate1_DMLower boundary of 1-sigma range for distance modulus (distance_modulus_low_1sigma)magstat.errorfloatE1_DMUpper boundary of 1-sigma range for distance modulus (distance_modulus_up_1sigma)magstat.errorfloate3_DMLower boundary of 3-sigma range for distance modulus (distance_modulus_low_3sigma)magstat.errorfloatE3_DMUpper boundary of 3-sigma range for distance modulus (distance_modulus_up_3sigma)magstat.errorfloatDMFitFitting function for distance modulus (distance_modulusFit) (3)magstat.fit.paramcharDMPar1First fit parameter for distance modulus (distance_modulus_par_1) (4)magstat.fit.paramfloatDMPar2First fit parameter for distance modulus (distance_modulus_par_2) (4)magstat.fit.paramfloatDMPar3First fit parameter for distance modulus (distance_modulus_par_3) (4)magstat.fit.paramdoubleDMPar4First fit parameter for distance modulus (distance_modulus_par_4) (4)magstat.fit.paramfloatDMPar5First fit parameter for distance modulus (distance_modulus_par_5) (4)magstat.fit.paramfloatExtMeanMean value for extinction in 2MASS K-band (extinction_mean)magphys.absorptiondoublee_ExtMeanVariance for extinction in 2MASS K-band (extinction_err)magstat.errorfloatExtModeMode value for extinction in 2MASS K-band (extinction_mode)magphys.absorptionfloatExtMedMedian value for extinction in 2MASS K-band (extinction_median)magphys.absorptionfloate1_ExtLower boundary of 1-sigma range for extinction in 2MASS K-band (extinction_low_1sigma)magstat.errordoubleE1_ExtUpper boundary of 1-sigma range for extinction in 2MASS K-band (extinction_up_1sigma)magstat.errorfloate3_ExtLower boundary of 3-sigma range for extinction in 2MASS K-band (extinction_low_3sigma)magstat.errordoubleE3_ExtUpper boundary of 3-sigma range for extinction in 2MASS K-band (extinction_up_3sigma)magstat.errorfloatExtFitFitting function for extinction in 2MASS K-band (extinction_fit) (3)magstat.fit.paramcharExtPar1First fit parameter for extinction in 2MASS K-band (extinction_par_1) (4)magstat.fit.paramdoubleExtPar2First fit parameter for extinction in 2MASS K-band (extinction_par_2) (4)magstat.fit.paramfloatExtPar3First fit parameter for extinction in 2MASS K-band (extinction_par_3) (4)magstat.fit.paramdoubleExtPar4First fit parameter for extinction in 2MASS K-band (extinction_par_4) (4)magstat.fit.paramdoubleExtPar5First fit parameter for extinction in 2MASS K-band (extinction_par_5) (4)magstat.fit.paramfloatDistMeanMean value for distance (Distmean)kpcpos.distance;pos.heliocentricdoublee_DistMeanVariance for distance (distance_err)kpcstat.errordoubleDistModMode value for distance (distanceMode)kpcpos.distance;pos.heliocentricdoubleDistMedMedian value for distance (distanceMed)kpcpos.distance;pos.heliocentricdoublee1_DistLower boundary of 1-sigma range for distance (distance_low_1sigma)kpcstat.errordoubleE1_DistUpper boundary of 1-sigma range for distance (distance_up_1sigma)kpcstat.errordoublee3_DistLower boundary of 3-sigma range for distance (distance_low_3sigma)kpcstat.errordoubleE3_DistUpper boundary of 3-sigma range for distance (distance_up_3sigma)kpcstat.errordoubleDistFitFitting function for distance (distanceFit) (3)kpcstat.fit.paramcharDistPar1First fit parameter for distance (Distpar_1) (4)kpcstat.fit.paramdoubleDistPar2First fit parameter for distance (Distpar_2) (4)kpcstat.fit.paramdoubleDistPar3First fit parameter for distance (Distpar_3) (4)kpcstat.fit.paramdoubleDistPar4First fit parameter for distance (Distpar_4) (4)kpcstat.fit.paramdoubleDistPar5First fit parameter for distance (Distpar_5) (4)kpcstat.fit.paramdoubleplxMeanMean value for parallax (plx_mean)maspos.parallaxdoublee_plxMeanVariance for parallax (parallax_err)masstat.errordoubleplxModeMode value for parallax (parallax_mode)maspos.parallaxdoubleplxMedMedian value for parallax (parallax_median)maspos.parallaxdoublee1_plxLower boundary of 1-sigma range for parallax (parallax_low_1sigma)masstat.errordoubleE1_plxUpper boundary of 1-sigma range for parallax (parallax_up_1sigma)masstat.errordoublee3_plxLower boundary of 3-sigma range for parallax (parallax_low_3sigma)masstat.errordoubleE3_plxUpper boundary of 3-sigma range for parallax (parallax_up_3sigma)masstat.errordoubleplxFitFitting function for parallax (parallax_fit) (3)masstat.fit.paramcharplxPar1First fit parameter for parallax (plx_par_1) (4)masstat.fit.paramdoubleplxPar2First fit parameter for parallax (plx_par_2) (4)masstat.fit.paramdoubleplxPar3First fit parameter for parallax (plx_par_3) (4)masstat.fit.paramdoubleplxPar4First fit parameter for parallax (plx_par_4) (4)masstat.fit.paramdoubleplxPar5First fit parameter for parallax (plx_par_5) (4)masstat.fit.paramdoubleDM-AgeSlopeSlope of the distance modulus-log(Age) relation (dm_age_slope)stat.fit.paramdoubleDM-AgeInterIntercept of the distance modulus-log(Age) relation (dm_age_intercept)stat.fit.paramdoubleDM-AgeSctScatter of the distance modulus-log(Age) relation (dm_age_scatter)stat.fit.paramdoubleDM-AgeMadMAD of the distance modulus-log(Age) relation (dm_age_mad)stat.fit.paramdoubleAge-DMSlopeSlope of the log(Age)-distance modulus relation (age_dm_slope)stat.fit.paramdoubleAge-DMInterIntercept of the log(Age)-distance modulus relation (age_dm_intercept)stat.fit.paramdoubleAge-DMSctScatter of the log(Age)-distance modulus relation (age_dm_scatter)stat.fit.paramfloatAge-DMMadMAD of the log(Age)-distance modulus relation (age_dm_mad)stat.fit.paramdoubleDM-MassSlopeSlope of the distance modulus-log(Mass) relation (dm_mass_slope)stat.fit.paramdoubleDM-MassInterIntercept of the distance modulus-log(Mass) relation (dm_mass_intercept)stat.fit.paramdoubleDM-MassSctScatter of the distance modulus-log(Mass) relation (dm_mass_scatter)stat.fit.paramdoubleDM-MassMadMAD of the distance modulus-log(Mass) relation (dm_mass_mad)stat.fit.paramdoubleDM-smooth[0/7] Smoothing parameter for PDF for distance modulus (distance_modulus_smooth) (5)magstat.fit.paramfloatExt-smooth[0/7] Smoothing parameter for PDF for extinction in 2MASS k-band (extinction_smooth) (5)magstat.fit.paramfloat