$L^2$-Betti Numbers of Infinite Configuration Spaces
スポンサーリンク
概要
著者
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Albeverio Sergio
Inst. Ang. Math. Universitat Bonn
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DALETSKII Alexei
School of Computing and Informatics, The Nottingham Trent University
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Daletskii Alexei
School Of Computing And Informatics The Nottingham Trent University
関連論文
- On a universal framework of the homogenization problems for infinite dimensional diffusions (Duality and Scales in Quantum-Theoretical Sciences)
- A universal framework of the homogenization problem of infinite dimensional diffusions (Stochastic Analysis of Jump Processes and Related Topics)
- Matrix representation of the (time zero) field operators on $P(\phi)_4$ Euclidean QFT by using $Hida distributions$ (Non-Commutative Analysis and Micro-Macro Duality)
- Markovian semigroups, time translation operator and a new development of Hida product between Hida distributions on sharp time fields(Micro-Macro Duality in Quantum Analysis)
- On the Hida product and QFT with interactions (Non-Commutative Analysis and Micro-Macro Duality)
- New renormalization for the field operators on constructive QFT by means of the Hida Product (Applications of Renormalization Group Methods in Mathematical Sciences)
- $H-C^1$ maps and elliptic SPDEs with non-linear local perturbations of Nelson's Euclidean free field (Applications of Renormalization Group Methods in Mathematical Sciences)
- $L^2$-Betti Numbers of Infinite Configuration Spaces
- Some abstract considerations on the homogenization problem of infinite dimensional diffusions (Applications of Renormalization Group Methods in Mathematical Sciences)
- Reflection Positive Random Fields and Dirichlet Spaces (Proceedings of RIMS Workshop on Stochastic Analysis and Applications)
- Hida distribution construction of $P(\phi)_d$ $(d\ge4)$ indefinite metric quantum field models without BPHZ renormalization (Applications of Renormalization Group Methods in Mathematical Sciences)