J. A. Leach

发表

The Evolution of Travelling Waves in Fractional Order Autocatalysis with Decay. II. The Initial Boundary Value Problem

D. J. Needham, J. A. Leach, P. M. McCabe, 2000, SIAM J. Appl. Math..

The Evolution of Travelling Waves in Fractional Order Autocatalysis with Decay. I. Permanent Form Travelling Waves

D. J. Needham, J. A. Leach, P. M. McCabe, 1998, SIAM J. Appl. Math..

The large-time development of the solution to an initial-value problem for the generalized Korteweg-de Vries equation

J. A. Leach, 2011, Appl. Math. Lett..

Qualitative dynamics, root-loci and asymptotic structure of universal adaptive stabilizers

David H. Owens, Stuart Townley, J. A. Leach, 1996 .

The evolution of travelling waves in generalized Fisher equations via matched asymptotic expansions: algebraic corrections

J. A. Leach, David Needham, 2001 .

The evolution of reaction–diffusion waves in a class of scalar reaction–diffusion equations: algebraic decay rates

Alison L. Kay, J. A. Leach, J. Leach, 2002 .

The evolution of travelling waves in generalized Fisher equations via matched asymptotic expansions: Exponential corrections

D. J. Needham, J. A. Leach, 2004 .

The evolution of travelling wavefronts in a hyperbolic Fisher model. III. The initial-value problem when the initial data has exponential decay rates

D. J. Needham, J. A. Leach, 2009 .

Limit systems, limit gains and non-generic behaviours arising in adaptive stabilizing control

David H. Owens, Stuart Townley, J. A. Leach, 1995 .

THE LARGE-TIME DEVELOPMENT OF THE SOLUTION TO AN INITIAL-VALUE PROBLEM FOR THE KORTEWEG–DE VRIES EQUATION. II. INITIAL DATA HAS A DISCONTINUOUS COMPRESSIVE STEP

D. J. Needham, J. A. Leach, 2014 .