Uniqueness of C 0-semigroups on a general locally convex vector space and an application
LD Lemle, L Wu - Semigroup Forum, 2011 - Springer
The main purpose is to generalize a theorem of Arendt about uniqueness of C 0-semigroups
from Banach space setting to general locally convex vector spaces. More precisely, we show …
from Banach space setting to general locally convex vector spaces. More precisely, we show …
Existence and uniqueness for 𝐶₀-semigroups on the dual of a Banach space
LD Lemle - Carpathian Journal of Mathematics, 2010 - JSTOR
The main results of this paper are a satisfactory variant of Hille-Yosida theorem and a
uniqueness theorem for a 𝐶₀-semigroup on the dual of a Banach space. As application a …
uniqueness theorem for a 𝐶₀-semigroup on the dual of a Banach space. As application a …
[PDF][PDF] ABS 3D Printed Facial Study Model Using Hermite Matrix Interpolation for Manufacturing Facial Epistasis
Facial epistasis represent facial prosthetic components made of acrylic or silicone plastics,
which have no other function than to rebuild the lost region of the face in order to partially …
which have no other function than to rebuild the lost region of the face in order to partially …
[引用][C] Teaching molecular diffusion by using ChimUniv
S Şerban, L Strugariu, L Dan Lemle - AIP Conference Proceedings, 2011 - pubs.aip.org
Teaching Molecular Diffusion by Using ChimUniv Page 1 Teaching Molecular Diffusion by
Using ChimUniv Sorina Serban ∗ , Laura Strugariu† and Ludovic Dan Lemle† ∗ "Politehnica" …
Using ChimUniv Sorina Serban ∗ , Laura Strugariu† and Ludovic Dan Lemle† ∗ "Politehnica" …