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Scaling and Fractal Behaviour Underlying Meiotic Recombination
D. Waxman and N. Stoletzki
Biosystems 99: 42-49 (2010)
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Absence of Close-facing Retrotransposons: A Comparison of Molecular Data and Theory
Alexandros Bousios, David Waxman and Stephen Pearce
Journal of Theoretical Biology: In Press (2009)
Abstract
A Problem With the Correlation Coefficient as a Measure of Gene Expression Divergence
Vini Pereira, David Waxman and Adam Eyre-Walker
Genetics: In Press (2009)
Abstract
Fundamental Insights into the Random Movement of Animals from a Single
Distance-Related Statistic
P. Nouvellet, J. P. Bacon and D. Waxman
American Naturalist 174: 506-514 (2009)
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Appendix A,
Appendix B,
Appendix C,
Appendix D,
Appendix E
Fixation at a Locus with Multiple Alleles: Structure and Solution of the Wright Fisher Model
D. Waxman
Journal of Theoretical Biology 257: 245-251 (2009)
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The Dynamics Induced in a Biological System by Broken Mutational Symmetry and Non-Linear Feedback
D. Waxman
Conference Paper. Systems Theory: Modelling, Analysis and Control, May 25-28 Fes Morocco (2009)
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Divergence and Polymorphism under the Nearly Neutral Theory of Molecular Evolution
J. J. Welch, A. Eyre-Walker and D. Waxman
Journal of Molecular Evolution 67: 418-426 (2008)
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Pleiotropic Scaling and QTL Data. Reply
G. P. Wagner, J. P. Kenney-Hunt, M. Pavlicev, J. R. Peck, D. Waxman and J. M. Cheverud
Nature 456: E4 (2008)
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Adaptation to Slow Environmental Change, with Apparent Anticipation of Selection
M. Sato and D. Waxman
Journal of Theoretical Biology 252: 166-172 (2008)
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Threshold Bound States
W. A. Berger, H. G. Miller and D. Waxman
European Physical Journal A37: 357-360 (2008)
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Calculating Independent Contrasts for the Comparative Study of Substitution Rates
J. J. Welch and D. Waxman
Journal of Theoretical Biology 251: 667-678 (2008)
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Pleiotropic Scaling of Gene Effects and the 'Cost of Complexity'
G. P. Wagner, J. P. Kenney-Hunt, M. Pavlicev, J. R. Peck, D. Waxman and J. M. Cheverud
Nature 452: 470-472 (2008)
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Parameter-free Testing of the Shape of a Probability Distribution
M. Broom, P. Nouvellet, J. P. Bacon and D. Waxman
BioSystems 90: 509-515 (2007)
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Singular Solutions of the Diffusion Equation of Population Genetics
A. J. McKane and D. Waxman
Journal of Theoretical Biology 247: 849-858 (2007)
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Mean Curvature Versus Normality: A Comparison of Two Approximations of Fisher's Geometrical Model
D. Waxman
Theoretical Population Biology 71: 30-36 (2007)
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Fisher's Geometrical Model of Evolutionary Adaptation - Beyond Spherical Geometry
D. Waxman
Journal of Theoretical Biology 241: 887-895 (2006)
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The Frequency of the Perfect Genotype in a Population Subject to Pleiotropic Mutation
D. Waxman and J. R. Peck
Theoretical Population Biology 69: 409–418 (2006)
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Near-periodic Substitution and the Genetic Variance Induced by Environmental Change
Y. Bello and D. Waxman
Journal of Theoretical Biology 239: 152–160 (2006)
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Fisher's Microscope and Haldane's Ellipse
D. Waxman and J. J. Welch
American Naturalist 166: 447-457 (2005)
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Implications of Long Tails in the Distribution of Mutant Effects
D. Waxman and J. Feng
Physica D 206: 265-274 (2005)
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Issues of Terminology, Gradient Dynamics and the Ease of Sympatric Speciation in Adaptive Dynamics
D. Waxman and S. Gavrilets
Journal of Evolutionary Biology 18: 1214-1219 (2005)
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20 Questions on Adaptive Dynamics
D. Waxman and S. Gavrilets
Journal of Evolutionary Biology 18: 1139–1154 (2005)
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Dynamics of a Quantitative Character Subject only to Stabilizing Selection
D. Waxman
Mathematical Biosciences 194: 81-93 (2005)
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The nk Model and Population Genetics
J. J. Welch and D. Waxman
Journal of Theoretical Biology 234: 329-340 (2005)
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Ant Navigation: Reading Geometrical Signposts
Thomas S. Collett and David Waxman
Current Biology 15: R171-R173 (2005)
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A One Locus, Biased Mutation Model and its Equivalence to an Unbiased Model
D. Waxman and J. R. Peck
BioSystems 78: 93-98 (2004)
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Mutation and Selection in a Large Population
J. R. Peck, D. Waxman and A. Cruikshank
BioSystems 74: 15-27 (2004)
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Application of a Generalised Levy Residence Time Problem to Neuronal Dynamics
David Waxman and Jianfeng Feng
Europhysics Letters 65: 434-439 (2004)
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Mathematical Analysis of a Model Describing Evolution of an Asexual Population in a Changing Environment
M. Broom, Q. Tang and D. Waxman
Mathematical Biosciences 186: 93-108 (2003)
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The Anomalous Effects of Biased Mutation
D. Waxman and J. R. Peck
Genetics 164: 1615-1626 (2003)
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Modularity and the Cost of Complexity
John Welch and David Waxman
Evolution 57: 1723-1734 (2003)
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Non-equivalent Loci and Mutation-Selection Balance
David Waxman and John Welch
Theoretical Population Biology 63: 339-345 (2003)
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An Integral Equation Describing an Asexual Population in a Changing Environment
Q. Tang and D. Waxman
Nonlinear Analysis: Theory, Methods & Applications 53: 683-699 (2003)
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The Balance between Pleiotropic Mutation and Selection, when Alleles have Discrete Effects
D. Waxman
Theoretical Population Biology 63: 105-114 (2003)
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Numerical and Exact Solutions for Continuum of Alleles Models
D. Waxman
Journal of Mathematical Biology 46: 225-240 (2003)
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Book Review of Advanced Mathematical Methods by D. Richards.
D. Waxman
Contemporary Physics 44: 157-158 (2003)
Book Review of A Guide to First Passage Processes by S. Redner.
D. Waxman
Contemporary Physics 44: 371 (2003)
Sympatric Speciation by Sexual Conflict
S. Gavrilets and D. Waxman
Proceedings of the National Academy of Sciences 99: 10533-10538 (2002)
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Non-Equivalent Loci and the Distribution of Mutant Effects
J. Welch and D. Waxman
Genetics 161: 897-904 (2002)
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Ants Ordering Ants to Feed
D. Waxman
Trends in Ecology and Evolution 17: 103-104 (2002)
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Phage Lambda Takes the First Exit
L. Bromham and D. Waxman
Trends in Ecology and Evolution 17: 160 (2002)
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A Model of Population Genetics and its Mathematical Relation to Quantum Theory
D. Waxman
Contemporary Physics 43: 13-20 (2002)
Abstract
Dynamics of a Multilocus Trait
D. Waxman
Selection: Molecules, Genes, Memes 1: 229-245 (2000)
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The Outcome of Evolution when Mutations are Highly Pleiotropic
D. Waxman and J. R. Peck
Selection: Molecules, Genes, Memes 1: 181-191 (2000)
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Mutation and Sex in a Competitive World
J. R. Peck and D. Waxman
Nature 406: 399-403 (2000)
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What's Wrong with a Little Sex?
J. R. Peck and D. Waxman
Journal of Evolutionary Biology 13: 63-69 (2000)
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Sex and Adaptation in a Changing Environment
D. Waxman and J. R. Peck
Genetics 153: 1041-1053 (1999)
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Why do Asexuals Live where they do?
J. R. Peck, J. Yearsley and D. Waxman
In C. Nehaniv (Ed) Lectures on Mathematics in the Life Sciences.
American Mathematical Society 26: 121-131 (1999)
Abstract
Pleiotropy and the Preservation of Perfection
D. Waxman and J. R. Peck
Science 279: 1210-1213 (1998)
Abstract,
Full Text, see also a
commentary on this work by Günter Wagner
Why do Asexual and Self Fertilizing Populations tend to occur In Marginal
Environments
J. R. Peck, J. M. Yearsley and D. Waxman
Nature 391: 889-892 (1998)
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Numerical Determination of Bound States without Matrix Diagonalisation
D. Waxman
J. Phys A31: 1329-1339 (1998)
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What Determines Fitness when Dispersal is Limited
J. R. Peck and D. Waxman
Evolution 51: 1036-1043 (1997)
Abstract
Current Carried by Bound States of a Superconducting Vortex
D. Rainer, J. A. Sauls and D. Waxman
Phys Rev B54: 10094-10106 (1996)
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The Bosonic Heat Bath Associated with a Moving Soliton in a Fermionic System
D. Waxman, G. Williams and N. Schopohl
Europhys Lett 33: 503-508 (1996)
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Impact of Computer Algebra on Physics
D. Waxman
Contemporary Physics 36: 321-327 (1995)
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NMR Study of the Effect of Flow on ³He-B
D. Kruppa, D. F. Brewer, J. Hutchins and D. Waxman
J Low Temp Phys 100: 441-461 (1995)
Abstract
The Fredholm Determinant for a Dirac Hamiltonian with a Topological Mass Term
D. Waxman
Ann Phys (NY) 241: 285-300 (1995)
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Perturbative Approach to Landau Zener Transitions
D. Waxman
Ann Phys (NY) 236: 205-216 (1994)
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The Fredholm Determinant for a Bogoliubov Operator
D. Waxman
Phys Rev Lett 72: 570-573 (1994).
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On the Hindered Circulation of Charged Particles around Rings Enclosing
a Varying Magnetic Flux
G. Barton and D. Waxman
Ann Phys (NY) 231: 127-148 (1994)
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The Fredholm Determinant of a Dirac Operator
D. Waxman
Ann Phys (NY) 231: 256-269 (1994)
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The Density of States for Fermi Superfluids with Layered Structures in the
Order Parameter
D. Waxman and K. D. Ivanova-Moser
Ann Phys (NY) 226: 271-292 (1993)
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The Low Energy Local Density of States of an Isolated Vortex in an Extreme
type II Superconductor
D. Waxman
Ann Phys (NY) 223: 129-148 (1993)
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Addendum to Non-Analytic Behaviour of the Free Energy of Fermions Coupled
to Small Solitons
M. Nakahara, D. Waxman, and G. Williams
J Phys A26: 765-768 (1993)
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The Moving A-B Phase Boundary of Superfluid ³He
N. Schopohl and D. Waxman
Physica B178: 158-159 (1992)
Estimate of the Core Size of a Vortex in an Extreme Type II Superconductor
D. Waxman and G. Williams
Ann Phys (NY) 220: 274-299 (1992)
The Moving A-B Phase Boundary of Superfluid ³He
N. Schopohl and D. Waxman
J Phys C4: L639-L646 (1992)
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The Free Energy of Solitons Coupled to Fermions: Absence of a Gradient Expansion
at Zero Temperature due to Bound States
D. Waxman and G. Williams
J Phys A25: 1593-1604 (1992)
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A Case Study of an Exactly Solvable Heat Kernel
D. Waxman and G. Williams
J Phys A25: 3303-3318 (1992)
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Spinning Particle-Like Solitons in Superfluid ³He-B
D. Waxman and G. Williams
Z Phys B88: 265-270 (1992)
The Order Parameter Length Scale of a Vortex Line in a Type II Superconductor:
Variation with Temperature
M. Nakahara, D. Waxman and G. Williams
Prog Theor Phys 88: 129-143 (1992)
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Approximate Calculation of the Free Energy of Fermi Systems with Topological
Solitons: Soliton Creation Energy of Polyacetylene
M. Nakahara, D. Waxman and G. Williams
J Phys C3: 6743-6756 (1991)
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Non-Analytic Behaviour of the Free Energy of Fermions Coupled to Small Solitons
D. Waxman and G. Williams
J Phys A24: 3611-3623 (1991)
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Quasiclassical Theory of the A-B Phase Boundary of Superfluid ³He; Invited
talk at LT19
N. Schopohl and D. Waxman
Physica B169: 165-169 (1991)
Quantum Dissipation of Arbitrary Strength from Coupling to Fermions
D. Waxman
J Phys A23: 1137-1145 (1990)
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Functional Treatment of Solitons in Polyacetylene
M. Nakahara, D. Waxman, and G. Williams
J Phys A23: 5017-5027 (1990)
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Scattering and Bound States of Quasiparticles at the A-B Phase boundary
of Superfluid ³He
N. Schopohl and D. Waxman
Phys Rev Lett 63: 1696-1699 (1989)
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Erratum
Scattering of Ballistic Quasiparticles at the A-B Phase Boundary of Superfluid
³He
N. Schopohl and D. Waxman
AIP conference Proceedings 194: 55 (1989) Editors G Ihas and Y Takano
Instanton Corrections to the Maxwell Construction
D. Waxman
J Phys A21: 3677-3683 (1988)
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The Normal Current in a Thin Film of Superfluid ³He-A
D. Pattarini and D. Waxman
J Phys C19: L649-L652 (1986)
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Anomalous Currents and Fractional Charge Associated with Domain Walls in
Superfluid ³He-A Films
D. Pattarini and D. Waxman
J Phys C19: L547-L550 (1986)
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Non Relativistic Fermions and Effects Related to Fractional Fermionic Charge
D. Waxman
J Phys A19: 1621-1627 (1986)
Dissipative Quantum Tunnelling at Finite Temperatures
D. Waxman and A. J. Leggett
Phys Rev B32: 4450-4468 (1985)
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Quantum Fokker-Planck Equation
L-D. Chang and D. Waxman
J Phys C18: 5873-5879 (1985)
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Macroscopic Quantum Coherence and Tunnelling in a Double-Well Potential
D. Waxman
J Phys C18: L421-L426 (1985)
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DPhil Thesis Dissipative Quantum Tunnelling at Finite Temperatures
D. Waxman
University of Sussex: 1984
Eikonal Correction for a Spin-Orbit Potential
J. F. Germond, R J Lombard, D. Waxman and C. Wilkin
Helvetica Physica Acta 54: 321-322 (1981)
Eikonal Corrections for Spin Orbit Potentials
D. Waxman, C. Wilkin, J. F. Germond and R. J. Lombard
Phys Rev C24: 578-587 (1981)