Entry Benettin:2005:PAN from lnm2000.bib
Last update: Sat Oct 14 02:54:42 MDT 2017
              
Top |
Symbols |
Numbers |
Math |
A |
B |
C |
D |
E |
F |
G |
H |
I |
J |
K |
L |
M |
N |
O |
P |
Q |
R |
S |
T |
U |
V |
W |
X |
Y |
Z
BibTeX entry
@Article{Benettin:2005:PAN,
  author =       "Giancarlo Benettin",
  title =        "Physical Applications of {Nekhoroshev} Theorem and
                 Exponential Estimates",
  journal =      j-LECT-NOTES-MATH,
  volume =       "1861",
  pages =        "1--76",
  year =         "2005",
  CODEN =        "LNMAA2",
  DOI =          "https://doi.org/10.1007/978-3-540-31541-4_1",
  ISBN =         "3-540-24064-0 (print), 3-540-31541-1 (e-book)",
  ISBN-13 =      "978-3-540-24064-8 (print), 978-3-540-31541-4
                 (e-book)",
  ISSN =         "0075-8434 (print), 1617-9692 (electronic)",
  ISSN-L =       "0075-8434",
  MRclass =      "70H09 (70H15; 70H14; 70E20; 70F15; 37N05); 37J40
                 (37N20 70E17 70F07 70H08 70H14 82C05)",
  MRnumber =     "2128866 (2006a:37055)",
  MRreviewer =   "Ugo Locatelli",
  bibdate =      "Fri May 9 19:07:18 MDT 2014",
  bibsource =    "http://www.math.utah.edu/pub/tex/bib/lnm2000.bib",
  URL =          "http://link.springer.com/content/pdf/10.1007/978-3-540-31541-4_1.pdf",
  ZMnumber =     "1101.70012",
  acknowledgement = ack-nhfb,
  book-DOI =     "https://doi.org/10.1007/b104338",
  book-URL =     "http://www.springerlink.com/content/978-3-540-31541-4",
  fjournal =     "Lecture Notes in Mathematics",
  journal-URL =  "http://link.springer.com/bookseries/304",
}
Related entries
- 37J40,
1784(0)1,
1784(0)61,
1861(0)77,
1927(0)123
 
- 37N05,
1861(0)77
 
- 70F15,
1861(0)77
 
- 70H09,
1861(0)77
 
- 82C05,
1881(0)41,
1946(0)111
 
- application,
1499(0)161,
1638(0)175,
1702(0)193,
1729(0)1,
1729(0)198,
1734(0)127,
1736(0)141,
1738(0)73,
1739(0)1,
1741(0)327,
1744(0)141,
1744(0)163,
1757(0)9,
1757(0)25,
1757(0)35,
1757(0)73,
1758(0)169,
1762(0)281,
1787(0)159,
1789(0)141,
1802(0)1,
1803(0)127,
1808(0)63,
1812(0)89,
1815(0)201,
1817(0)93,
1821(0)105,
1823(0)57,
1826(0)47,
1826(0)82,
1827(0)89,
1829(0)105,
1832(0)109,
1832(0)251,
1834(0)131,
1835(0)25,
1835(0)103,
1836(0)241,
1839(0)113,
1842(0)155,
1853(0)193,
1856(0)127,
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
 
- estimate,
1499(0)95,
1729(0)374,
1738(0)183,
1738(0)207,
1752(0)149,
1752(0)167,
1792(0)83,
1807(0)211,
1830(0)75,
1832(0)290,
1868(0)121,
1870(0)71,
1878(0)147,
1879(0)31,
1885(0)95,
1885(0)131,
1885(0)153,
1903(0)1,
1903(0)17,
1903(0)37,
1903(0)57,
1903(0)69,
1903(0)99,
1903(0)115,
1910(0)45,
1917(0)45,
1930(0)11,
1934(0)51,
1957(0)1,
1976(0)41,
1976(0)69
 
- exponential,
1729(0)146,
1741(0)22,
1817(0)211,
1850(0)73,
1851(0)223,
1857(0)135,
1896(0)15,
1924(0)39,
1926(0)19,
1926(0)27,
1926(0)219
 
- theorem,
1499(0)87,
1499(0)101,
1499(0)113,
1499(0)125,
1693(0)15,
1755(0)158,
1757(0)1,
1757(0)9,
1757(0)13,
1757(0)17,
1757(0)25,
1757(0)79,
1757(0)88,
1764(0)49,
1764(0)61,
1769(0)73,
1769(0)227,
1785(0)47,
1785(0)103,
1786(0)188,
1799(0)17,
1808(0)11,
1827(0)105,
1832(0)394,
1833(0)93,
1842(0)31,
1850(0)9,
1850(0)117,
1855(0)65,
1857(0)158,
1857(0)226,
1863(0)169,
1870(0)71,
1874(0)209,
1877(0)63,
1878(0)189,
1886(0)483,
1888(0)201,
1893(0)185,
1909(0)133,
1910(0)99,
1910(0)265,
1915(0)49,
1918(0)239,
1924(0)197,
1926(0)145,
1946(0)1,
1957(0)1,
1968(0)1,
1973(0)187