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Index « AbsEn.i » - entrée « classical »
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classic < classical < classically  Facettes :

List of bibliographic references indexed by classical

Number of relevant bibliographic references: 16.
Ident.Authors (with country if any)Title
000030 (2013) Clive L. Dym [États-Unis] ; Irving H. ShamesClassical Theory of Plates
000043 (2012) Michael Mascagni [États-Unis] ; Lin-Yee Hin [Australie]Parallel random number generators in Monte Carlo derivative pricing: An application-based test
000080 (2010) Johan Blaauwendraad [Pays-Bas]Thin Plates in Bending
000086 (2010) Robert Jones [Allemagne]Modular Forms: A Classical and Computational Introduction by Lloyd J. P. Kilford
000099 (2009) Titu Andreescu [États-Unis] ; Dorin Andrica [Roumanie, Arabie saoudite] ; Ion Cucurezeanu [Roumanie]Some Classical Diophantine Equations
000102 (2009) Lih-Yuan Deng [États-Unis] ; Jyh-Jen Horng Shiau [Taïwan] ; Gwei-Hung Tsai [Taïwan]Parallel Random Number Generators Based on Large Order Multiple Recursive Generators
000141 (2007) Alexander S. Kravchuk [Russie] ; Pekka J. Neittaanm Ki [Finlande]Variational Setting of Linear Steady-state Problems
000195 (2003) V. V. Meleshko [Ukraine] ; A. P. S. Selvadurai [Canada]Contributions to the theory of elasticity by Louis Napoleon George Filon as viewed in the light of subsequent developments in biharmonic problems in applied mechanics and engineering mathematics
000254 (1998) V. V. Meleshko [Pays-Bas]Biharmonic Problem in a Rectangle
000257 (1997) H. W. Lenstra ; P. Stevenhagen Jr.Class Field Theory and the First Case of Fermat’s Last Theorem
000258 (1997) V. V. Meleshko [Pays-Bas]Biharmonic Problem in a Rectangle
000259 (1997) V. V. Meleshko [États-Unis]Bending of an Elastic Rectangular Clamped Plate: Exact Versus ‘Engineering’ Solutions
000326 (1990) Kenneth Ireland ; Michael Rosen [États-Unis]Diophantine Equations
000337 (1989) Jurgen Hurrelbrink [États-Unis]Class Numbers, Units and K2
000373 (1982) Kenneth Ireland [Canada] ; Michael Rosen [États-Unis]Diophantine Equations
000395 (1971) Wolfram Stadler [États-Unis]The general solution of the classical problem of the response of an infinite plate with an elastic foundation and damping

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