9 citations · 9 across the 6 of their papers we have counts for
6 papers
Direct construction of scalar quantum fields by L{é}vy fields -- nontrivial exact Wightman fields in a wider field with a relaxed Gårding-Wightman Axioms-
Sergio Albeverio, Suji Kawasaki, Yumi Yahagi +1
This paper introduces partial results, in the current situation, of ongoing considerations corresponding to the above title. A construction on exact relativistic quantum field mode…
Homogenization of diffusions on the lattice with periodic drift coefficients; Application of logarithmic Sobolev inequality
Sergio Albeverio, Michael Rockner, Simonetta Bernabei +1
A homogenization problem of infinite dimensional diffusion processes indexed by having periodic drift coefficients is considered. By an application of the uniform e…
A general formulation of Non-Local Dirichlet forms on infinite dimensional topological vector spaces and its applications, and corresponding subjects: Seminar at Univ. Lisboa,2023
Sergio Albeverio, Toshinao Kagawa, Shyuji Kawasaki +2
A concise explanations on the results given by Non-local Markovian Symmetric Forms on Infinite Dimensional Spaces I, CMP 2021, by Sergio Albeverio, Minoru W. Yoshida, et.al., and N…
Non-local Markovian symmetric forms on infinite dimensional spaces; Part 2. Examples: non local stochastic quantization of space cut-off quantum fields and infinite particle systems
Sergio Albeverio, Toshinao Kagawa, Shyuji Kawasaki +2
The general framework on the non-local Markovian symmetric forms on weighted spaces constructed by [A,Kagawa,Yahagi,Y 2020], by restricting the situatio…
Non-local Markovian symmetric forms on infinite dimensional spaces
Sergio Albeverio, Toshinao Kagawa, Yumi Yahagi +1
General theorems on the closability and quasi-regularity of non-local Markovian symmetric forms on probability spaces , with Fr{é}chet spaces such that $S…
Systems of classical particles in the grand canonical ensemble, scaling limits and quantum field theory
S. Albeverio, H. Gottschalk, M. W. Yoshida
Euclidean quantum fields obtained as solutions of stochastic partial pseudo differential equations driven by a Poisson white noise have paths given by locally integrable functions.…