Problems and Examples in Differential EquationsCRC Press, 1992 M07 21 - 264 pages This book presents original problems from graduate courses in pure and applied mathematics and even small research topics, significant theorems and information on recent results. It is helpful for specialists working in differential equations. |
Other editions - View all
Common terms and phrases
analytic Answer arbitrary Assume bifurcation boundary conditions boundary value problem bounded c₁ C¹ function C¹ vector field Cauchy problem coefficients Consider the equation const constant continuous function converges defined differential equation Dirichlet Dirichlet problem domain eigenvalues elliptic equation u₁ exists finite function f Give an example harmonic function heat equation Hint inequality initial value problem KPPZ lemma Liapunov Liapunov function linear Math matrix maximum principle nonlinear nontrivial operator origin parabolic periodic orbit periodic solution plane positive Prove Remark Riccati equation Schrödinger selfadjoint semigroup Show singular point smooth Sỗ solution x(t Solve space subset system x T-periodic theorem trajectories u₂ uniformly unique solution v₁ vanish variables vector field velocity wave equation x₁ zero