Applied partial differential equations / DuChateau, Paul.

Ordinary and partial differential equations / Henner, Victor.

Differential equations with boundary-value problems / Zill, Dennis G., 1940-

An introduction to ordinary differential equations / Robinson, James C. (James Cooper), 1969-

Differential Equations Theory, Technique and Practice.

Finite-difference methods for partial differential equations / Forsythe, George E. (George Elmer

Differential equations and boundary value problems : computing and modeling / Edwards, C. Henry

Methods of nonlinear analysis : applications to differential equations / Drábek, Pavel, 1953-

Decomposition Methods for Differential Equations : theory and applications. Geiser, Juergen.

A first course in differential equations with modeling applications / Zill, Dennis G., 1940-

Finite difference methods for ordinary and partial differential equations : steady-state and time

Stochastic methods and their applications to communications : stochastic differential equations

Equations of Fluid Flow -- The Differential Continuity Equation -- Navier -- Stokes Equations -- Bernoulli

Described by Differential Equations -- 2.5.1.Linear Constant-Coefficient Differential Equations -- 2.5.2.The

nonlinear systems of equations -- Boundary-value problems for ordinary differential equations -- Numerical

college level classical machenics, calculus and ordinary differential equations"--

eigenvalues, eigenfunctions, and Green's functions. Prerequisites include differential equations and a first

equations -- Further extensions -- Problems -- Discretization of stochastic differential equations

.Early Exercise of an American Call Option -- 1.5.2.Partial Differential Equation for Option Values -- 1

Inverse problems (Differential equations)

. Differential calculus I; 5. Differential calculus II; 6. Multivariate calculus; 7. Integral calculus; Appendix

Stochastic differential geometry at Saint-Flour / Ancona, A. (Alano)

expected price / Hong Liu -- 12.Some results on backward stochastic differential equations driven by

-- 9.3.First Passage Times -- 9.3.1.Partial Differential Equations and Boundary Conditions -- 9.3.2

Globally Convergent SQP Iteration -- 9.5.2.Implementation -- 9.5.3.Calibration Examples -- 9.6.Differential

Stochastic Differential Equations -- 1.10.Stochastic Dynamic Optimization in Continuous Time -- 1.11.Summary

.GARCH time series -- 9.Wavelet methods in time series analysis -- 10.Stochastic differential equations

equations -- First-order difference equations -- Second-order differential equations and difference

Differential Forms of the Fundamental Laws -- Introduction -- Differential Continuity Equation -- Differential

Stochastic differential equations.

Stochastic differential equations.

differentiation -- Integrals -- Applications of integration -- Differential equations -- Infinite sequences and

logarithmic functions -- 14. Additional types of equations and systems of equations -- 15. Equations of higher

differential equations -- Ch. 6. Numerical solutions of ordinary differential equations -- Ch. 7. Vectors -- Ch

differentiation -- Integrals -- Applications of integration -- Differential equations -- Infinite sequences and

differential equations -- App. D. Saddle-point methods.

Complementarity and Mathematical Programming -- Ch. 8. Differential Equations -- Ch. 9. Numerical Methods -- Ch

, although a basic knowledge of calculus, linear algebra, and differential equations is assumed."--BOOK

-- 12. Differential equations of order one -- 13. Complex numbers -- 14. Linear differential and

1. Preliminaries -- 2. The Stochastic Integral -- 3. Stochastic Differential Equations -- 4

. Applications of definite integrals. Differential equations.