4 papers
Linear Canonical Transformations and the Hamilton-Jacobi Theory in Quantum Mechanics
Akihiro Ogura, Motoo Sekiguchi
We investigate two methods of constructing a solution of the Schrödinger equation from the canonical transformation in classical mechanics. One method shows that we can formulate t…
Moving Picture and Hamilton-Jacobi Theory in Quantum Mechanics
Akihiro Ogura, Motoo Sekiguchi
We propose a new picture, which we call the {\it moving picture}, in quantum mechanics. The Schrödinger equation in this picture is derived and its solution is examined. We also in…
Scalar Mesons in Lattice QCD
SCALAR Collaboration, Teiji Kunihiro, Shin Muroya +4
We explore whether "f(600) or " exists as a pole in QCD, by a full lattice QCD simulation on the lattice using the plaquette action and Wilson fermions.…
I=0 scalar channel
SCALAR Collaboration, S. Muroya, A. Nakamura +3
Using lattice QCD with dynamical Wilson fermions, we study I=0 and channel which is constructed by , in order to search for…