LEADER 00000cam  2200541Ki 4500 
001    ocn774401187 
003    OCoLC 
005    20160518075247.7 
006    m     o  d         
007    cr cnu---unuuu 
008    120130s2002    enka    ob    001 0 eng d 
019    646834532 
020    9781139129060|q(electronic bk.) 
020    1139129066|q(electronic bk.) 
035    (OCoLC)774401187|z(OCoLC)646834532 
040    N$T|beng|epn|erda|cN$T|dOCLCQ|dDEBSZ|dYDXCP|dE7B|dOCLCF
       |dOCLCQ 
049    GTKE 
050  4 QA371|b.C195 2002eb 
082 04 515/.35|222 
100 1  Cantwell, Brian. 
245 10 Introduction to symmetry analysis /|cBrian J. Cantwell. 
264  1 Cambridge, UK ;|aNew York :|bCambridge University Press,
       |c2002. 
300    1 online resource (xli, 612 pages) :|billustrations. 
336    text|btxt|2rdacontent 
337    computer|bc|2rdamedia 
338    online resource|bcr|2rdacarrier 
490 1  Cambridge texts in applied mathematics 
500    Some online versions lack accompanying media packaged with
       the printed version. 
504    Includes bibliographical references and index. 
505 00 |tHistorical Preface --|tRise of the Academies --|tAbel 
       and Galois --|tLie and Klein --|t1870 --|tLie's Arrest --
       |tGauss, Riemann, and the New Geometry --|tThe Erlangen 
       Program --|tLie's Career at Leipzig --|tA Falling Out --
       |tLie's Final Return to Norway --|tAfter 1900 --|tThe 
       Ariadne Thread --|tSymmetry in Nature --|tSome Background 
       --|tThe Discrete Symmetries of Objects --|tThe Principle 
       of Covariance --|tContinuous Symmetries of Functions and 
       Differential Equations --|tSome Notation Conventions --
       |tDimensional Analysis --|tThe Two-Body Problem in a 
       Gravitational Field --|tThe Drag on a Sphere --|tThe Drag 
       on a Sphere in High-Speed Gas Flow --|tBuckingham's Pi 
       Theorem--The Dimensional-Analysis Algorithm --|tSystems of
       ODEs and First-Order PDEs; State-Space Analysis --
       |tAutonomous Systems of ODEs in the Plane --
       |tCharacteristics --|tFirst-Order Ordinary Differential 
       Equations --|tThermodynamics; The Legendre Transformation 
       --|tIncompressible Flow in Two Dimensions --|tFluid Flow 
       in Three Dimensions--The Dual Stream Function --
       |tNonlinear First-Order PDEs--The Method of Lagrange and 
       Charpit --|tCharacteristics in n Dimensions --|tState-
       Space Analysis in Two and Three Dimensions --|tClassical 
       Dynamics --|tHamilton's Principle --|tHamilton's Equations
       --|tThe Hamilton--Jacobi Equation --|tIntroduction to One-
       Parameter Lie Groups --|tThe Symmetry of Functions --|tAn 
       Example and a Counterexample --|tOne-Parameter Lie Groups 
       --|tInvariant Functions --|tInfinitesimal Form of a Lie 
       Group. 
546    English. 
588 0  Print version record. 
650  0 Differential equations|xNumerical solutions. 
650  0 Lie groups. 
650  0 Symmetry (Physics) 
650  7 MATHEMATICS|xDifferential Equations|xGeneral.|2bisacsh 
650  7 Differential equations|xNumerical solutions.|2fast
       |0(OCoLC)fst00893451 
650  7 Symmetry (Physics)|2fast|0(OCoLC)fst01140819 
650 07 Differentialgleichung.|2swd 
650 07 Numerisches Verfahren.|2swd 
650 07 Symmetrie.|2swd 
655  0 CD-ROMs. 
776 08 |iPrint version:|aCantwell, Brian.|tIntroduction to 
       symmetry analysis.|dCambridge, UK ; New York : Cambridge 
       University Press, 2002|z0521771838|w(DLC)  2001037835
       |w(OCoLC)47243864 
830  0 Cambridge texts in applied mathematics. 
914    ocn774401187 
994    93|bGTK