Calculus : using mathematica /
Stroyan, Keith D. 1944-
Calculus : using mathematica / K. D Stroyan. - Estados Unidos : Academic Press, c1993. - xxv, 532 p. : il., gráf. ; 23 cm.
Índice alfabético: p. 531-532.
Chapter 1. Introduction Cahapter 2. Using calculus to model epidemics Chapter 3. Numerics, symbolics and graphics in science Chapter 4 Lineatity vs. Loal linearity Chapter 5 Direct computation of increments Chapter 6. Symbolic differentiation Chapter 7 Basic applicarions of differentiation Chapter 8 The natural logarithm and exponential Chapter 9 Graphs and the derivative Chapter 10. Velocity, acceleration and calculus Chapter 11. Maxima and minima in one variable Chap 12. Discrete dynamical systems Chapter 13 Basic integration Chapter 14 Symbolic integrtion CVhapter 15 Applications of integration Chapter 16 Basic vector geometry Chapter 17. Analytical vector geometry Chapter 18. Linear functions and graph in serveral variables Chapter 19. Differentiation of functions of several variables CVhapter 20. Maxima and minima in serveral variables Chapter 21. Continuous dynamical systems Chapter 22 Autonomous linear dynamical systems Chapter 23. Equilibria ofd continuous dynamical systems Chapter 24. Geometric series Chapter 25. Power series Chapter 26. The edge of convergence.
Integra el uso del softwarte mathematica en la enseñanza del cálculo.
Para alumnos de pregrado o avanzados. Para un curso de tres semestres.
0126729727
Cálculo-epidemia
Linealidad
Diferenciación
Sistemas dinámicos discretos
Sistemas dinámicos continuos
519.6
Calculus : using mathematica / K. D Stroyan. - Estados Unidos : Academic Press, c1993. - xxv, 532 p. : il., gráf. ; 23 cm.
Índice alfabético: p. 531-532.
Chapter 1. Introduction Cahapter 2. Using calculus to model epidemics Chapter 3. Numerics, symbolics and graphics in science Chapter 4 Lineatity vs. Loal linearity Chapter 5 Direct computation of increments Chapter 6. Symbolic differentiation Chapter 7 Basic applicarions of differentiation Chapter 8 The natural logarithm and exponential Chapter 9 Graphs and the derivative Chapter 10. Velocity, acceleration and calculus Chapter 11. Maxima and minima in one variable Chap 12. Discrete dynamical systems Chapter 13 Basic integration Chapter 14 Symbolic integrtion CVhapter 15 Applications of integration Chapter 16 Basic vector geometry Chapter 17. Analytical vector geometry Chapter 18. Linear functions and graph in serveral variables Chapter 19. Differentiation of functions of several variables CVhapter 20. Maxima and minima in serveral variables Chapter 21. Continuous dynamical systems Chapter 22 Autonomous linear dynamical systems Chapter 23. Equilibria ofd continuous dynamical systems Chapter 24. Geometric series Chapter 25. Power series Chapter 26. The edge of convergence.
Integra el uso del softwarte mathematica en la enseñanza del cálculo.
Para alumnos de pregrado o avanzados. Para un curso de tres semestres.
0126729727
Cálculo-epidemia
Linealidad
Diferenciación
Sistemas dinámicos discretos
Sistemas dinámicos continuos
519.6