8 citations · 31 across the 8 of their papers we have counts for
8 papers
Matrix Formulation of Hamiltonian Structures of Constrained KP Hierarchy
Wen-Jui Huang, Jiin-Chang Shaw, Ming-Hsien Tu
We give a matrix formulation of the Hamiltonian structures of constrained KP hierarchy. First, we derive from the matrix formulation the Hamiltonian structure of the one-constraint…
A Hidden Connection between Lax Descriptions and Superextensions of KdV Hierarchy
Wen-Jui Huang
A previously unnoticed connection between the Lax descriptions and the superextensions of the KdV hierarchy is presented. It is shown that the two different Lax descriptions of the…
Classical Extended Conformal Algebras Associated with Constrained KP Hierarchy
Wen-Jui Huang, J. C. Shaw, H. C. Yen
We examine the conformal property of the second Hamiltonian structure of constrained KP hierarchy derived by Oevel and Strampp. We find that it naturallygives a family of nonlocal…
Nonlocal Matrix Generalizations of N=2 Super Virasoro Algebra
Wen-Jui Huang
We study the generalization of second Gelfand-Dickey bracket to the superdifferential operators with matrix-valued coefficients. The associated Miura transformation is derived. Usi…
Gelfand-Dikii Brackets for Nonstandard Lax Equations
J. C. Brunelli, Ashok Das, Wen-Jui Huang
We generalize the construction of Gelfand-Dikii brackets to the case of nonstandard Lax equations. We also discuss the possible origin of Kac-Moody algebras present in such systems…
Classical N=2 W-superalgebras From Superpseudodifferential Operators
Wen-Jui Huang, J. C. Shaw, H. C. Yen
We study the supersymmetric Gelfand-Dickey algebras associated with the superpseudodifferential operators of positive as well as negative leading order. We show that, upon the usua…