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ON THE TRANSPORT EQUATION WITH INTEGRAL BOUNDARY CONDITIONS AND ITS CONSERVAIVE LAW
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作者 ZHANG XIANWEN LIANG BENZHONG Department of Mathematics, Xinyang Teacher’s College, Xinyang 464000 《Applied Mathematics(A Journal of Chinese Universities)》 SCIE CSCD 1996年第1期33-42,共10页
The well-posedness for the time-dependent neutron transport equationwith integral boundary conditions is established in L^1 space. Some spectral propertiesof the transport operator are discussed, the dominant eigenval... The well-posedness for the time-dependent neutron transport equationwith integral boundary conditions is established in L^1 space. Some spectral propertiesof the transport operator are discussed, the dominant eigenvalue is proved existing,and furthermore, the conservative law of migrating particle numbers is established. 展开更多
关键词 Transport equation resolvent positive operator dominant eigenvalue stochastic c_0-semigroup.
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