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MODERN SYMBOLIC MATHEMATICAL
APPLICATIONS OF SYMBOLIC MATHEMATICS
PAST PRESENT AND FUTURE APPLICATIONS
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algorithm analysis applications approximation calculation center manifold chemistry CHR2 CHR2 coefficients complex computation systems Computer Algebra systems coordinate defined derivatives described differential equations dimensional dynamical eigenvalues engine evaluation example expanded expression factors Figure finite elements foreground kernels formulas FORTRAN FORTRAN code function given integral intermediate inverse involves irreducible irreducible representations Kernel Value labels Level linear LISP LTAB MACSYMA matrix method nonlinear numerical obtain operations optimal ordinary differential equations parameters perform permutation Phys polynomial problem quantum rational simplification reduction procedure representation result rotation Semidirect Products simplify solution solve space stability steady state point subroutine substitute symbol manipulation programs symbolic computation symbolic computation systems symbolic manipulation symbolic mathematical symmetry Taylor series techniques tensor theoretical theory THRU tion transformation Value F variables VAXIMA vector zero