Zobrazeno 1 - 10
of 30
pro vyhledávání: '"Degong Song"'
Autor:
Degong Song, William Greenberg
Publikováno v:
Transport Theory and Statistical Physics. 35:1-30
The time‐dependent transport equation in a sphere with reflecting boundary conditions is discussed in the setting of L 1. Some aspects of the spectral properties of the strongly continuous semigroup T(t) generated by the corresponding transport ope
Autor:
Degong, Song
Publikováno v:
Transport Theory & Statistical Physics; Jan1997, Vol. 26 Issue 1/2, p233-242, 10p
Autor:
William Greenberg, Degong Song
Publikováno v:
Transport Theory and Statistical Physics. 30:325-355
The time dependent neutron transport equation in a nonhomogeneous slab with generalized boundary conditions in the setting of L 1is studied. For the transport operator Aand the C0semigroup T(t) generated by A, it is shown under fairly general assumpt
Publikováno v:
Transport Theory and Statistical Physics. 30:91-118
This conference, informally (and in its logo) referred to as ICTT-16, took place on the campus of Georgia Tech, in the Manufacturing Research Center. Funding was provided by the College of Engineer...
Autor:
Degong Song
Publikováno v:
Semigroup Forum. 54:190-198
A class ofC 0-semigroups is proposed in this paper based on linear transport theory, and it is shown that the growth bound of theC 0-semigroup of this kind coincides with the spectral bound of the corresponding generator. As an application, the asymp
Autor:
Degong Song
Publikováno v:
Transport Theory and Statistical Physics. 25:753-768
The time dependent transport equation with periodic boundary conditions is discussed in the space of continuous functions. A suitable subspace is constructed and it is shown that the corresponding operator A generates a strongly continuous semigroup
Autor:
Degong Song
Publikováno v:
Transport Theory and Statistical Physics. 25:769-784
The time dependent transport equation with periodic boundary conditions is discussed in the space of continuous functions. Some aspects of the spectral properties of the corresponding transport ope...
Publikováno v:
Acta Mathematica Scientia. 16:229-233
The existence of the optimal total cross section is obtained for steady-state neutron transport system in an infinite slab with generalized boundary conditions.
Autor:
Degong Song
Publikováno v:
Transport Theory and Statistical Physics. 25:103-120
Autor:
Degong Song
Publikováno v:
Transport Theory and Statistical Physics. 24:1385-1399
This paper is devoted to discussing neutron transport system in a finite convex body with continuous energy bounded away from the origin. Under the assumptions that all the cross sections are continuous, it is shown, by virtue of the integrated semig