Entry Brzezniak:2003:AWZ from lnm2000.bib
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BibTeX entry
@Article{Brzezniak:2003:AWZ,
author = "Zdzis{\l}aw Brze{\'z}niak and Andrew Carroll",
title = "Approximations of the {Wong--Zakai} type for
stochastic differential equations in {$M$}-type $2$
{Banach} spaces with applications to loop spaces",
journal = j-LECT-NOTES-MATH,
volume = "1832",
pages = "251--289",
year = "2003",
CODEN = "LNMAA2",
DOI = "https://doi.org/10.1007/978-3-540-40004-2_11",
ISBN = "3-540-20520-9 (print), 3-540-40004-4 (e-book)",
ISBN-13 = "978-3-540-20520-3 (print), 978-3-540-40004-2
(e-book)",
ISSN = "0075-8434 (print), 1617-9692 (electronic)",
ISSN-L = "0075-8434",
MRclass = "60H10 (58J65 60H05)",
MRnumber = "2053050 (2005a:60090)",
MRreviewer = "David Applebaum",
bibdate = "Fri May 9 19:07:01 MDT 2014",
bibsource = "http://www.math.utah.edu/pub/tex/bib/lnm2000.bib",
URL = "http://link.springer.com/chapter/10.1007/978-3-540-40004-2_11/",
acknowledgement = ack-nhfb,
book-DOI = "https://doi.org/10.1007/b94376",
book-URL = "http://www.springerlink.com/content/978-3-540-40004-2",
fjournal = "Lecture Notes in Mathematics",
journal-URL = "http://link.springer.com/bookseries/304",
}
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1765(0)217,
1786(0)93,
1850(0)123,
1928(0)263
- $M$,
1850(0)237,
1890(0)99
- 58J65,
1755(0)206,
1755(0)241,
1847(0)133,
1857(0)226,
1899(0)227,
1979(0)1,
1979(0)1
- 60H05,
1729(0)157,
1729(0)313,
1755(0)123,
1755(0)195,
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1832(0)1,
1832(0)385,
1840(0)1,
1856(0)255,
1857(0)70,
1857(0)165,
1857(0)247,
1865(0)181,
1874(0)81,
1874(0)119,
1874(0)137,
1874(0)157,
1899(0)3,
1899(0)97,
1899(0)105,
1899(0)117,
1899(0)137,
1899(0)147,
1899(0)227,
1934(0)137,
1934(0)181,
1934(0)203,
1934(0)421,
1962(0)1,
1962(0)39,
1979(0)1,
1979(0)1,
1979(0)365
- 60H10,
1755(0)98,
1755(0)241,
1801(0)183,
1801(0)302,
1814(0)95,
1814(0)133,
1832(0)1,
1832(0)246,
1832(0)290,
1832(0)399,
1856(0)27,
1874(0)137,
1874(0)171,
1881(0)1,
1881(0)41,
1899(0)355,
1919(0)51,
1934(0)181,
1940(0)91
- Applebaum, David,
1865(0)1,
1874(0)171
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1729(0)198,
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1739(0)1,
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1744(0)141,
1744(0)163,
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1757(0)35,
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1812(0)89,
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1823(0)57,
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1832(0)109,
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1835(0)103,
1836(0)241,
1839(0)113,
1842(0)155,
1853(0)193,
1856(0)127,
1861(0)1,
1861(0)77,
1862(0)97,
1862(0)147,
1862(0)189,
1866(0)259,
1892(0)1,
1904(0)133,
1910(0)45,
1910(0)99,
1919(0)191,
1929(0)301,
1931(0)1,
1932(0)289,
1936(0)209,
1939(0)101,
1943(0)135,
1949(0)35,
1950(0)139,
1951(0)101,
1954(0)277,
1955(0)169,
1962(0)73,
1965(0)169,
1967(0)241,
1968(0)1,
1973(0)187,
1979(0)281,
1983(0)73,
1983(0)203,
1986(0)257
- approximation,
1724(0)97,
1729(0)1,
1733(0)67,
1733(0)133,
1757(0)47,
1771(0)330,
1781(0)370,
1792(0)99,
1794(0)253,
1796(0)73,
1812(0)53,
1819(0)107,
1825(0)1,
1857(0)158,
1862(0)133,
1870(0)61,
1871(0)75,
1883(0)1,
1892(0)77,
1894(0)101,
1903(0)37,
1914(0)87,
1955(0)65,
1965(0)151
- Banach,
1618(0)142,
1693(0)107,
1693(0)117,
1693(0)197,
1745(0)223,
1758(0)9,
1774(0)37,
1774(0)63,
1774(0)119,
1774(0)255,
1926(0)119,
1926(0)171,
1949(0)1,
1965(0)1,
1965(0)19
- differential,
1702(0)103,
1729(0)388,
1738(0)155,
1739(0)69,
1744(0)7,
1752(0)149,
1755(0)220,
1755(0)241,
1768(0)63,
1779(0)143,
1779(0)185,
1798(0)13,
1801(0)302,
1822(0)173,
1830(0)181,
1858(0)5,
1868(0)75,
1881(0)183,
1888(0)135,
1888(0)165,
1905(0)43,
1905(0)55,
1908(0)1,
1908(0)81,
1923(0)1,
1927(0)123,
1927(0)183,
1929(0)197,
1932(0)221,
1945(0)191,
1962(0)1,
1962(0)73,
1962(0)111,
1963(0)9
- loop,
1778(0)23,
1778(0)43,
1778(0)65,
1778(0)103,
1778(0)107,
1778(0)143
- stochastic,
1702(0)103,
1724(0)223,
1729(0)157,
1751(0)29,
1751(0)61,
1755(0)28,
1755(0)220,
1755(0)241,
1760(0)13,
1760(0)95,
1762(0)281,
1779(0)185,
1801(0)302,
1802(0)1,
1829(0)55,
1829(0)79,
1832(0)385,
1856(0)127,
1857(0)145,
1857(0)165,
1857(0)247,
1858(0)5,
1865(0)181,
1869(0)103,
1874(0)119,
1874(0)137,
1881(0)183,
1882(0)207,
1892(0)119,
1892(0)267,
1899(0)3,
1899(0)147,
1899(0)227,
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1929(0)197,
1940(0)91,
1942(0)51,
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1953(0)161,
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1957(0)1-2,
1962(0)1,
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1963(0)53,
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1791(0)177,
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1886(0)177,
1886(0)183,
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1886(0)235,
1903(0)99,
1915(0)77,
1937(0)23,
1938(0)55,
1938(0)169,
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1966(0)9,
1966(0)39,
1975(0)199,
1979(0)103