|
Computational Mathematics
B. P. Demidovich (Szerző)
I. A. Maron (Szerző)
Tartalom:
- INTRODUCTION
- GENERAL RULES OF COMPUTATIONAL WORK
- APPROXIMATE NUMBERS
- SOME FACTS FROM THE THEORY OF CONTINUOUS FRACTIONS
- COMPUTING THE VALUES OF FUNCTIONS
- APPROXIMATE SOLUTIONS OF ALGEBRAIC AND TRANSCENDENTAL EQUATIONS
- SPECIAL TECHNIQUES FOR APPROXIMATE SOLUTION OF EQUATIONS
- ACCELERATING THE CONVERGENCE OF SERIES
- MATRIX ALGEBRA
- SOLVING SYSTEMS OF LINEAR EQUATIONS
- THE CONVERGENCE OF ITERATION PROCESSES FOR SYSTEMS OF LINEAR QUATIONS
- ESSENTIALS OF THEORY OF LINEAR VECTOR SPACES
- ADDITIONAL FACTS ABOUT THE CONVERGENCE OF ITERATION PROCESSES FOR
SYSTEMS OF LINEAR EQUATIQHS
- FINDING THE EIGENVALUES AND EIGENVECTORS OF A MATRIX
- APPROXIMATE SOLUTION OF SYSTEMS OF NOHLINEAR EQUATIONS
- THE INTERPOLATION OF FUNCTIONS
- APPROXIMATE DIFFERENTIATION
- APPROXIMATE INTEGRATION OF FUNCTIONS
- THE MONTE CARLO METHOD
A könyv állapota jó.
Kiadó: Mir Publishers
A kiadás helye: Moscow
A kiadás éve: 1976
Kötéstípus: Fűzött keménytáblás
Oldalszám: 691
|
