具积分边界条件的时间依赖中子迁移方程在连续函数空间中解的存在性

The Existence of the Solution of the Time-Dependent Neutron Transport Equation with Integral Boundary Conditions in the Continuous Function Space

本文运用线性算子的积分半群理论证明了具积分边界条件的时间依赖中子迁移方程在连续函数空间中解的存在唯一性

In hits paper,the time-dependent meutron transport equation with integral boundary conditions is considered.By means of the theory of integrated semigroup of bounded linear operator,We have proved the existence and uniqueness of the solution of Integrared semigroup