可化约拟线性双曲组带一类非局部边界条件的精确边界能控性

Exact Boundary Controllability for Reducible Quasi-linear Hyperbolic System with a Class of Nonlocal Boundary Conditions

先证明了一类非线性积分方程解的存在唯一性,利用此结果,建立了可化约拟线性双曲组带一类非局部边界条件的单侧精确边界能控性.

By the existence and uniqueness theorem of the solution to a class of nonlinear integral equations, the exact boundary controllability for reducible quasi-linear hyperbolic systems with a class of nonlocal boundary conditions is established.