Stochastic Quantization of Non-Abelian Gauge Field: Unitarity Problem and Faddeev-Popov Ghost Effects

Mikio Namiki, Ichiro Ohba, K. Okano, +1

Progress of Theoretical Physics

Spectral TheoryEngineeringQuantum ComputingPhysicsStochastic Quantization Method +10

Equivalence of Stochastic Quantization Method to Conventional Field Theories through Super Transformation Invariance

Hiromichi Nakazato, Mikio Namiki, Ichiro Ohba, +1

Progress of Theoretical Physics

EngineeringStochastic Quantization MethodScalar TheoriesSuper Transformation InvarianceIntegrable Probability +10

Stochastic Quantization Method of Fermion Fields

Tomoki Fukai, Hiromichi Nakazato, Ichiro Ohba, +2

Progress of Theoretical Physics

Dirichlet FormEngineeringStochastic Quantization MethodPhysicsStatistical Field Theory +12

Sthochastic Quantization of Constrained Systems: General Theory and Nonlinear Sigma Model

Mikio Namiki, Ichiro Ohba, K. Okano

Progress of Theoretical Physics

Path-integral QuantizationEngineeringStochastic Quantization MethodVariational AnalysisPde-constrained Optimization +13

Modified Fowler–Nordheim field emission formulae from a nonplanar emitter model

Kazuya Yuasa, Ayumi Shimoi, Ichiro Ohba, +1

Surface Science

Electrical EngineeringEngineeringRadiative TransferPhysicsComputational Electromagnetics +1

Tunneling time based on the quantum diffusion process approach

Kentaro Imafuku, Ichiro Ohba, Y. Yamanaka

Physics Letters A

Quantum DynamicQuantum ScienceEngineeringQuantum ComputingPhysics +5

Effects of inelastic scattering on tunneling time based on the generalized diffusion process approach

Kentaro Imafuku, Ichiro Ohba, Y. Yamanaka

Physical Review A

Quantum DynamicEngineeringFluid MechanicsComputational MechanicsOptical Potential +19

Self-Consistent Off-Mass-Shell Amplitude Derived from the Generalized Veneziano Model

Ichiro Ohba

Progress of Theoretical Physics

Generalized Veneziano ModelPhysicsNatural SciencesParticle PhysicsStatistical Field Theory +1

On the assumption of initial factorization in the master equation for weakly coupled systems I: General framework

S. Tasaki, Kazuya Yuasa, Paolo Facchi, +4

Annals of Physics

Singularly Perturbed ProblemDiscrete Dynamical SystemComplex Dynamic SystemGeometric Singular Perturbation TheoryIntegrable System +3

Gauge Fixing Condition as Non-Holonomic Constraint in Stochastic Quantization of Non-Abelian Gauge Fields

H. Nakagoshi, Mikio Namiki, Ichiro Ohba, +1

Progress of Theoretical Physics

EngineeringStochastic QuantizationStochastic ProcessesQuantum Field TheoryStochastic Calculus +7