J. F. Toland

发表

Philosophical Transactions of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences: 360 (1799)

Walter Craig, Mark D. Groves, Guido Schneider, 2002 .

Minimization Methods for Quasi-Linear Problems with an Application to Periodic Water Waves

J. F. Toland, B. Buffoni, É. Séré, 2005, SIAM J. Math. Anal..

Philosophical Transaction: Mathematical, Physical and Engineering Sciences: Introduction

J. F. Toland, G. Schneider, Walter Craig, 2002 .

Path-connectedness in global bifurcation theory

J. F. Toland, J. Toland, 2021, Electronic Research Archive.

Traveling water waves — the ebb and flow of two centuries

J. F. Toland, Vera Mikyoung Hur, Samuel Walsh, 2021, Quarterly of Applied Mathematics.

VARIATIONAL PRINCIPLES AND FREE‐BOUNDARY PROBLEMS (A Volume in Pure and Applied Mathematics: A Wiley‐Interscience Series of Texts, Monographs, and Tracts)

J. F. Toland, J. Toland, 1985 .

Global Existence of Homoclinic and Periodic Orbits for a Class of Autonomous Hamiltonian Systems

J. F. Toland, Boris Buffoni, 1995 .

Global uniqueness of homoclinic orbits for a class of fourth order equations

J. F. Toland, J. Toland, C. Amick, 1992 .

On solitary water-waves of finite amplitude

J. F. Toland, J. Toland, C. Amick, 1981 .

Homoclinic orbits in the dynamic phase-space analogy of an elastic strut

J. F. Toland, J. Toland, C. Amick, 1992, European Journal of Applied Mathematics.

Uniqueness and a priori bounds for certain homoclinic orbits of a Boussinesq system modelling solitary water waves

J. F. Toland, J. Toland, 1984 .

Solitary wave solutions for a model of the two-way propagation of water waves in a channel

J. F. Toland, J. Toland, 1981, Mathematical Proceedings of the Cambridge Philosophical Society.

Uniqueness of benjamin's solitary-wave solution of the benjamin-ono equation

J. F. Toland, J. Toland, C. Amick, 1991 .

Modelling nonlinear hydroelastic waves

J. F. Toland, P. I. Plotnikov, Pavel I. Plotnikov, 2011, Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences.