研究者情報 - 吉田　稔

（最終更新日：2019-10-11 15:56:06）

  ヨシダ　ミノル   Yoshida Minoru
  吉田　稔
   所属   神奈川大学工学部情報システム創成学科

職種教授

■ 学会発表

1.	2019/10/10	On Hida distribution and renormaliztion methods for quantum field theories（QBIC work shop 2019）
2.	2019/03/28	non-local Dirichlet forms on infinite dimensional spaces（Random Transformations and Invariance in Stochastic Dynamics）
3.	2018/09/17	A review of stochastic analytic approachs of Euclidean quantum field theory（International conference Mathematical Analysis and its Application to Mathematical Physics）
4.	2018/09/06	Non-local Dirichlet forms on infinite dimensional topological vector spaces.（The 9th International Conference on Stochastic Analysis and its Applications）
5.	2017/09/04	On conditional distributions of random variables on ${\Phi}^4_3$ Euclidean field on $R^3$（Japanese-German Open Conference on Stochastic Analysis 2017）
6.	2016/10/12	On $L^2$ properties of the drift coefficient of operator corresponding to $/Phi ^4_3$ stochastic quantization（Stochastic differential equatins and related fields）
7.	2015/12/05	Consideration of stochastic quantization on 3-dimensional phi4 Euclidean field model formulated by white noise on a lattice.（The eighth international conference on science and mathematics education in developing countries）
5件表示
全件表示(7件)

■ 著書・論文歴

1.	著書	Let's Use White Noise （共著） 2017/05
2.	著書	理工系学生のための確率統計講義（共著） 2014/05
3.	著書	工科系学生のための微分程式講義（共著） 2013/05
4.	著書	理工系の微分積分入門（共著） 2007/03
5.	論文	A formulation of quasi-regular non-local Dirichlet forms on F{\'e}chet spaces with application to a stochastic quantization of ${\Phi}^4_3$ field （共著） 2019/07
6.	論文	HIDA DISTRIBUTION CONSTRUCTION OF INDEFINITE METRIC (phi^p)_d (d \geq 4) QUANTUM FIELD THEORY （共著） 2017/07
7.	論文	Hida distribution construction of P(φ)_d indefinite metric quantum field models without BPHZ renormalization （共著） 2014/07
8.	論文	A homeomorphism relating path spaces of stochastic processes with values in R^d respectively (S¹)^d （共著） 2014/01
9.	論文	Some abstract considerations on the homogenization problem of infinite dimensional diffusions （共著） 2010/10
10.	論文	On a universal framework of the homogenization problem for infinite dimensional diffusions （共著） 2010/09
11.	論文	Matrix representation of the (time zero) field operators on P(φ)₄ Euclidean QFT by using Hida distributions （共著） 2009/07
12.	論文	Hida distribution construction of non-Gaussian reflection positive generalized random fields. （共著） 2009/01
13.	論文	On the Hida product and QFT with interactions （共著） 2008/10
14.	論文	New renormalization for the field operators on QFT by means of Hida product （共著） 2008/05
15.	論文	Reflection positive random fields and Dirichlet spaces. （共著） 2008/05
16.	論文	Markovian semigroups, time translation operator and a new development of Hida product between Hida distributions on sharp time fields （共著） 2007/07
17.	論文	Homogenization of Diffusions on the lattice Z^d with periodic drift coefficients, applying a logarithmic Sobolev inequality or a weak Poincare inequality. （共著） 2007/05
18.	論文	Homogenization of diffusions on the lattice Z^d with periodic drift coefficients; Application of Logarithmic Sobolev Inequality （共著） 2006/10
19.	論文	Multiple stochastic integrals construction of non-Gaussian reflection positive generalized random fields （共著） 2006/10
20.	論文	Elliptic Stochastic PDEs with polynomial perturbations having a correspondence to Euclidean QF （共著） 2006/04
21.	論文	Homogenization with respect to Gibbs measures for periodic drift diffusions on lattices （共著） 2005/12
22.	論文	Systems of classical particles in the grand canonical ensemble, scaling limits and quantum field theory. （共著） 2005/06
23.	論文	On the essential self-adjointness of Wick powers of relativistic fields and of fields unitary equivalent to random fields （共著） 2004/02
24.	論文	Homogenization of infinite dimensional diffusion processes with periodic drift coefficients （共著） 2004/01
25.	論文	On a solution of Quantized Non-Linear Equation with 4-SpaceTime Dimensions （共著） 2004/01
26.	論文	H-C¹ maps and elliptic SPDEs with polynomial and exponential perturbations of Nelson's Euclidean free field. （共著） 2002/12
27.	論文	Probabilistic Proof of the Reflection Positivity Wick Powers of Generalized Euclidean Free Field for any Space Time Dimension （共著） 2002/12
28.	論文	On the Essential Self- Adjointness of Wick Powers of Relativistic Fields and of Fields Unitary Equivalent to Random Fields （共著） 2002/10
29.	論文	On a Duality of High Temperature and Low Activity Expansions （共著） 2002/09
30.	論文	Representating Euclidean quantum fields as scaling limit of particle systems （共著） 2002/07
31.	論文	Defining reflection positive random fields with interactions by polynomials of generalized Euclidean free fields. （単著） 2000/04
32.	論文	Non-linear continuous maps on abstract Wiener spaces defined on space of tempered distributions. （単著） 1999/12
33.	論文	Construction of infinite dimensional interacting diffusion processes through Dirichlet forms （単著） 1996/10
34.	論文	The multidimensional optimal stopping problem with Monte Carlo simulation results - an optimal policy of environment poluting firm with goverment's compensations for ecology - （共著） 1993/10
35.	論文	A generalization of Nelson's consevative diffusion （単著） 1992/01
36.	論文	On a generalization of Nelson's consevative diffusion （単著） 1991/03
37.	論文	On Nelson processes with boundary condition （単著） 1990/03
38.	論文	A construction scheme of the minimal dominating supermartingale arising in the discrete parameter optimal stopping problems （単著） 1988/01
39.	論文	On disorder problem with point processes （単著） 1986/06
40.	論文	Probability maximizing approach to a detection problem with continuous Markov processes. （単著） 1984/01
41.	論文	Probability maximizing approach to a secretary problem with random change-point of distribution law of the observed process. （単著） 1984/01
42.	論文	Probability maximizing approach for a quickest detection problem with complicated Markov chain. （単著） 1983/09
5件表示
全件表示(42件)

■ 教育上の能力

●作成した教科書、教材
1.	2014/05/15～	教科書作成
2.	2013/05/15～2015/03/31	教科書作成
3.	2007/04/01～2011/03/31	教科書作成

■ 所属学会

1.	1982/04～	日本数学会
2.	2007/04～2008/03	∟ 大阪地区代議員

■ 現在の専門分野

数学一般（含確率論・統計数学）, 関数解析, 数理物理学、応用数理