Zobrazeno 1 - 10
of 17
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:
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
Publikováno v:
Transport Theory and Statistical Physics. 22:709-721
The spectrum of the transport operator A in a nonhomogeneous finite convex medium is discussed in consideration of anisotropic scattering and fission. The nonexistence of accumulation points of σ(A) in the open half plane (λ ∊ C|Reλ > – ess in