Entry Rabiger:1991:LUE from lnm1990.bib
Last update: Sat Oct 14 02:54:20 MDT 2017
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BibTeX entry
@Article{Rabiger:1991:LUE,
author = "Frank R{\"a}biger",
title = "Lower and upper $2$-estimates for order bounded
sequences and {Dunford--Pettis} operators between
certain classes of {Banach} lattices",
journal = j-LECT-NOTES-MATH,
volume = "1470",
pages = "159--170",
year = "1991",
CODEN = "LNMAA2",
DOI = "https://doi.org/10.1007/BFb0090219",
ISBN = "3-540-54206-X (print), 3-540-47493-5 (e-book)",
ISBN-13 = "978-3-540-54206-3 (print), 978-3-540-47493-7
(e-book)",
ISSN = "0075-8434 (print), 1617-9692 (electronic)",
ISSN-L = "0075-8434",
MRclass = "47B65 (46B42)",
MRnumber = "1126744 (92j:47068)",
MRreviewer = "C. D. Aliprantis",
bibdate = "Fri May 9 19:07:23 MDT 2014",
bibsource = "http://www.math.utah.edu/pub/tex/bib/lnm1990.bib",
URL = "http://link.springer.com/chapter/10.1007/BFb0090219/",
acknowledgement = ack-nhfb,
book-DOI = "https://doi.org/10.1007/BFb0090208",
book-URL = "http://www.springerlink.com/content/978-3-540-47493-7",
fjournal = "Lecture Notes in Mathematics",
journal-URL = "http://link.springer.com/bookseries/304",
}
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- $2$,
1420(0)111,
1424(0)81,
1425(0)40,
1425(0)71,
1425(0)133,
1440(0)96,
1440(0)122,
1447(0)261,
1479(0)39,
1480(0)28,
1497(0)194,
1509(0)115,
1510(0)176,
1510(0)259,
1585(0)1,
1585(0)47,
1585(0)109,
1620(0)120,
1623(0)53
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1470(0)68
- 47B65,
1422(0)77
- Banach,
1364(0)1,
1437(0)180,
1449(0)18,
1449(0)131,
1454(0)342,
1470(0)1,
1470(0)68,
1470(0)171,
1475(0)98,
1475(0)116,
1475(0)204,
1511(0)33,
1511(0)154,
1547(0)101,
1547(0)157,
1547(0)215,
1570(0)38,
1573(0)1,
1573(0)51,
1618(0)133,
1632(0)74,
1667(0)81,
1667(0)113,
1693(0)153,
1711(0)1
- bounded,
1434(0)45,
1440(0)81,
1468(0)127,
1470(0)60,
1482(0)46,
1511(0)120,
1547(0)263,
1570(0)38,
1570(0)79,
1570(0)86,
1570(0)92,
1614(0)23,
1618(0)30,
1618(0)53,
1618(0)70,
1618(0)133,
1694(0)7,
1694(0)27
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1416(0)210,
1434(0)1,
1455(0)369,
1456(0)185,
1468(0)94,
1470(0)1,
1470(0)78,
1478(0)1,
1481(0)48,
1486(0)51,
1488(0)279,
1490(0)131,
1494(0)169,
1507(0)39,
1509(0)235,
1518(0)199,
1545(0)57,
1557(0)159,
1686(0)306,
1709(0)221,
1709(0)240,
1709(0)277
- classe,
1400(0)57,
1470(0)1,
1495(0)161,
1507(0)145,
1508(0)80,
1509(0)134,
1515(0)12,
1520(0)93,
1545(0)99,
1583(0)73,
1603(0)25,
1604(0)154,
1689(0)92
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1445(0)94,
1445(0)106,
1453(0)69,
1454(0)11,
1470(0)85,
1475(0)130,
1482(0)67,
1482(0)142,
1494(0)131,
1499(0)55,
1501(0)167,
1517(0)106,
1530(0)71,
1530(0)97,
1530(0)284,
1540(0)55,
1540(0)319,
1546(0)76,
1580(0)95,
1605(0)48,
1707(0)13
- lattice,
1447(0)203,
1452(0)139,
1454(0)23,
1468(0)177,
1470(0)68,
1504(0)39,
1510(0)159,
1533(0)128,
1554(0)43,
1638(0)171
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1364(0)38,
1440(0)164,
1490(0)9,
1514(0)83
- order,
1422(0)93,
1432(0)41,
1452(0)58,
1455(0)160,
1456(0)49,
1475(0)191,
1481(0)126,
1486(0)81,
1528(0)139,
1546(0)1,
1546(0)180,
1549(0)112,
1555(0)33,
1572(0)81,
1588(0)166,
1605(0)48,
1614(0)23,
1614(0)108,
1626(0)218,
1626(0)261,
1692(0)51,
1707(0)27,
1707(0)81
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1418(0)15,
1428(0)93,
1434(0)126,
1435(0)89,
1452(0)43,
1452(0)58,
1452(0)165,
1470(0)85,
1488(0)79,
1514(0)146,
1588(0)56,
1601(0)149,
1625(0)116,
1631(0)150,
1642(0)158,
1651(0)1,
1666(0)45,
1679(0)23
- upper,
1470(0)85,
1486(0)86,
1514(0)83,
1522(0)47,
1526(0)95,
1563(0)1,
1623(0)104