
B.S. San
Diego State University, San Diego, CA, May 1972
Ph.D.,
Washington University, St. Louis, MO, May 1977
RESEARCH:
Statistical physics; theoretical
biophysics, Monte-Carlo simulation of models of epitaxial growth; kinetic
roughening in surface growth; surface critical
phenomena; scaling properties of
polymers; percolation theory; ground-state properties of liquid helium.
[79]Driven Translocation of a Polynucleotide Chain Through a Nanopore—A continuous Time Monte-Carlo Study, Pui-Man Lam, Fei Liu and Zhong-can Ou-Yang, Phys. Rev. E74,011911 (2006)
[78] Unzipping DNA from the condensed globule state—effects of unraveling, P.M. Lam
and J.C. Levy, Biopolymers 79, 287 (2005)
[77] Comment on “Theory of high force DNA stretching and overstretching”, P.M. Lam, Phys. Rev. E70, 013901 (2004)
[76] Effects of excluded volume in gene stretching, P.M. Lam,
Biopolymers 64, 57 (2002)
[75] Monte-Carlo
simulation of pulsed laser deposition, P.M. Lam, S.J. Liu and C.H. Woo,
Phys. Rev. B66, 45408 (2002)
[74] Monte-Carlo
investigation of vertical correlations in self-organized multilayer growth of
islands, S. Tan, P.M. Lam and J.C.S. Levy, Physica A303, 105 (2002)
[73] A
kinetic Monte-Carlo simulation of self-organization in quantum dot
superlattices, P.M. Lam and S. Tan, Phys. Rev. B64,35321 (2001)
[72]
P.M. Lam and S. Tan, Phys. Rev. E62,
6246 (2000)
[71]
Extremal-point densities of interface fluctuations
in a quenched random medium, 66] Effect
of Monomer evaporation in the Clarke-Vvedensky model of submonolayer growth,
P.-M. Lam, R. Tashakkori, Phys. Rev. B56,
4893 (1997)
[70]
Monte-Carlo simulation of
three-dimensional islands, S. Tan and P.-M. Lam, Phys. Rev. B60, 8314 (1999)
[69]
Monte-Carlo simulation of coarsening in a
model of submonolayer epitaxial growth, P.-M. Lam, D. Bagayoko and X.-Y.
Hu, Surf. Sci. 429 161 (1999)
[68]
Monte-Carlo investigation island growth
in strained layers, S. Tan and P.-M. Lam, Phys. Rev. B59 5871 (1999)
[67] Effects of randomness and spatially
dependent relaxation on sandpile models, P.M. Lam, I. Akanbi and D.E.
Newman, Physica A253, 307 (1998)
[66] Comment on “Theory
of high force DNA stretching and overstretching”, P.M. Lam, to be published
in Phys. Rev. E
[65]
3d transition-meetal impurities in
aluminum, D. Bagayoko, P.M. Lam, N. Brener and J. Callaway, Phys. Rev. B54, 12184 (1996)
[64]
Hidden symmetry, exact relations, and a small
parameter in surface growth models with diffusion, P.M. Lam and D. Bagayoko, Physica A223,
413 (1996)
[63]
Colored noise in the dynamics of aqueous
protein solutions, P.M. Lam and D. Bagayoko, Phys. Rev. E53, 1280 (1996)
[62]
Dynamic scaling of the island-size
distribution and percolation in a model of submonolayer molecular beam epitaxy,
J.G. Amar, F. Family and P.M. Lam,
Phys. Rev. B50, 8781 (1994)
[61]
Ward identities for surface growth models
with diffusion, P.M. Lam and D. Bagayoko,
Phys. Rev. E50, 2488 (1994)
[60]
Dynamics of concentration fluctuations in
polymer solutions with spatiotemporal orrelated noise, P.M. Lam and D. Bagayoko, Phys. Rev. E50, 437 (1994)
[59]
Polymer brushes with density dependent
excluded volume parameters, P. Anderson,
D.C. Hong, P.M. Lam and B.E. Vugmeister, J. Physique II4,
1157 (1994)
[58]
Renormalization-group analysis and
simulational studies of groove instabilities in surface growth, F. Family and P.M. Lam, Physica A205,
272 (1994)
[57]
Spatiotemporal correlations in colored
noise, P.M. Lam and D. Bagayoko,
Phys. Rev. E48, 3267 (1993)
[56]
Groove instabilities in surface growth
with diffusion, J.G. Amar, P.M. Lam
and F. Family, Phys. Rev. E47, 3242 (1993)
[55]
Mode-coupling theory and simulation of a running
sandpile model of self-organized criticality, P.M. Lam and F. Family, Phys. Rev. E47, 1570 (1993)
[54]
Surface growth of molecular-beam epitaxy
with correlated noise, P.M. Lam and F. Family, Phys. Rev. A44, 4854 (1991)
[53]
Dynamics of a height-conserving surface
growth model with spatially correlated noise, P.M. Lam and F. Family, Phys.
Rev. A44, 7939 (1991)
[52]
Surface growth with long range correlated
noise, J.G. Amar, P.M. Lam and F. Family, Phys. Rev. A43, 4548 (1991)
[51]
End-point distribution and structure
function of polymers, P.M. Lam and F. Family, Physica A171, 223 (1991)
[50]
Correction to scaling exponent for
self-avoiding walks, P.M. Lam, Phys. Rev. B42, 4447, (1990)
[49]
Exact series studies of self-avoiding
walks in two-dimensional critical percolation clusters, P.M. Lam, J. Phys. A23, L831 (1990)
[48]
Universal distance ratios for
two-dimensional self-avoiding walks: Monte-Carlo and exact series analysis,
P.M. Lam, J. Phys. A23, L325 (1990)
[47]
The structure function of branched polymers
in good-solvents--a lattice calculation, P.M. Lam, J. Chem. Phys. 92, 3136 (1990)
[46]
The structure function of linear polymers
in good solvent--a self-avoiding walk model, P.M. Lam, Phys. Rev. B41, 2257 (1990)
[45]
Surface order parameter in three
dimensional percolation, Alex Hansen, P.M. Lam and S. Roux, J. Phys. A22, 2635(1989)
[44]
Resisitivity exponent of two-dimensional
lattice animals, P.M. Lam and Alex Hansen, J. Stat. Phys. 52, 47(1988)
[43]
Semi-infinite Potts model and percolation
at surfaces, H.W. Diehl and P.M. Lam, Z. Phys. B74, 395(1989)
[42]
Collapse of percolation clusters--a
transfer matrix study, P.M. Lam, J. Stat. Phys. 54, 1081(1989)
[41]
Adsorption of branched polymers at a
surface--Monte Carlo and scaling analysis, P.M. Lam and K. Binder, J. Phys.
A21, L405 (1988)
[40]
A scaling analysis of the collapse
transition in branched polymers, P.M. Lam, Phys. Rev. B38, 2813(1988)
[39]
A percolation approach to the Kauffman
model, P.M. Lam, J. Stat. Phys. 50,
1263(1988)
[38]
Specific heat and collapse transition of
branched polymers, P.M. Lam, Phys. Rev. B13, 6988(1987)
[37]
Comment on "Eden model on Manhattan
lattice", P.M. Lam, J. Phys. A20,
5409(1987)
[36]
Collapse transition and cyclomatic number
distribution in directed lattice animals,
P.M. Lam and J.A.M.S. Duarte, J. Stat. Phys. 49, 245(1987)
[36] On the
universality class of growing self-avoiding walks and trails, P.M. Lam, J.
Phys. A20, 4399(1987)
[35]
Branched polymers with a prescribed
number of cycles--Monte Carlo and exact
series studies, P.M. Lam, Phys. Rev. A35,
349(1987)
[34]
Monte-Carlo study of lattice animals in
d-dimensions, P.M. Lam, Phys. Rev.A34,
2339(1986)
[33]
Monte-Carlo method for series expansions,
D. Dhar and P.M. Lam, J. Phys. A19,
L1057(1986)
[32]
Correction to scaling for branched
polymers, P.M. Lam, Z. Phys.B64,
227(1986)
[31]
On Monte-Carlo generation and study of
anisotropy of lattice animals , P.M. Lam,
J. Phys. A19}, L155(1986)
[30]
Constant fugacity Monte-Carlo enumeration
method for linear and branched polymers, Y.S. Yang and P.M. Lam, Comm.
Theor. Phys. (Beijing, China) 4,
497(1985)
[29] Renormalization
group study of anomalous acoustic behavior of critical percolation networks, P.M. Lam, W. Bao and Y.S.
Yang, Z. Phys. B61, 283(1985)
[28]
Self-avoiding walk model for proteins,
Y.S. Yang, Y. Liu and P.M. Lam, Z. Phys.B59,
445(1985)
[27] Recursion
method for the density of states and spectral dimension of central force
elastic percolation networks, P.M. Lam and W. Bao, Z. Phys. B59, 333(1985)
[26] Recursion
method for the density of states and spectral dimension of percolation networks, P.M. Lam, W. Bao
and Z. Zheng, Z. Phys. B59, 63(1985)
[25]
True self-avoiding walks on critical
percolation clusters and lattice animals, P.M. Lam, Z. Phys. B57, 301(1984)
[24]
Kinetic growth walk on critical
percolation clusters and lattice animals, P.M. Lam and Z.Q. Zhang, Z. Phys.B57, 65(1984
[23]
Self-avoiding walks on percolation
clusters at criticality and lattice animals, P.M. Lam and Z.Q. Zhang, Z.
Phys. B56, 155(1984)
[22]
Renormalization group approach to the
surface and defect critical behavior in the Potts model, P.M. Lam and Z.Q.
Zhang, Z. Phys.B52, 315(1983)
[21]
Ground state correlations in the
two-dimensional polarized electron gas,
P.M. Lam, Z. Phys. B50,
337(1983)
[20]
Surface tension of liquid helium,
P.M. Lam, Z. Phys. B53, 245(1983)
[19]
Soliton propagation in liquid crystals,
Lin Lei, Shu Changqing, Shen Juelian, P.M. Lam and Huang Yun, Phys. Rev. Lett. 49, 1335(1982)
[18] Quasi
long range order in two-dimensional Bose systems, P.M. Lam, Z. Phys. B48, 51(1982)
[17]
On momentum distribution in Bose fluids,
P.M. Lam and M.L. Ristig, Z. Phys. B45,
179(1982)
[16]
Spin alignment in condensed atomic
hydrogen, M.L. Ristig and P.M. Lam, in: Recent
Progress in Many-body Theories, Proceedings, Oaxtepex, Mexico 1981, ed.
J.G. Zabolitzky, M. deLlano, M. Tortes and J.W. Clark
[15]
Spatial correlations in model Fermi
fluids, M.L. Ristig and P.M. Lam J.
Low Temp. Phys. 40,571(1980)
[14]
Ground state fluctuations in polarized
helium three, M.L. Ristig and P.M. Lam, J. Physique (Paris) 41,C7, 213(1980)
[13]
Momentum distribution for model nuclear
matter, M.L. Ristig and P.M. Lam, Phys. Lett. 93B, 240(1980)
[12]
Hypernetted-chain calculations for the
electron plasma at matallic densities, M.L. Ristig and P.M. Lam, Kinam 1, 407(1979)(Mexico)
[11]
Long range order in Bose fluids, M.
L. Ristig and P.M. Lam, Nucl. Phys. A328,
267(1979)
[10]
Condensed phase of liquid helium four,
P.M. Lam and M. L. Ristig, Phys. Rev. B20,
1960(1979)
[9] Theoretical momentum distribution for liquid helium three, J.W. Clark, P.M. Lam, J.G. Zabolitzky and M.L. Ristig, Phys. Rev. B17, 1147(1978)
[8]
Condensate fraction of liquid helium four
at low temperature, P.M. Lam and M.L.
Ristig, Phys. Lett. 65A, 307(1978)
[7]
Pairing energy of liquid helium four,
M.L. Ristig, P. Hecking, P.M. Lam and
J.W. Clark, Phys. Lett. 63A,
94(1977)
[6]
Numerical comparision of three theories
of nuclear matter, J.W. Clark, M.T.
Johnson, P.M. Lam and J.G. Zabolitzky, Nucl. Phys. A283, 253(1977)
[5]
Density matrix and momentum distribution
of helium liquids and nuclear
matter, P.M. Lam, J.W. Clark and M.L. Ristig, Phys. Rev. B16, 222(1977)
[4]
Ground state condensate fraction of
liquid helium four, P.M. Lam and C. C. Chang, Phys. Lett. 59A,
356(1976)
[3]
Dynamic structure function of liquid
helium three, P.M. Lam, H.W. Jackson, M.L. Ristig and J.W. Clark, Phys.
Lett. 58A, 454(1976)
[2]
Condensate fraction and momentum
distribution of liquid helium, M.L. Ristig, P.M. Lam and J.W. Clark, Phys. Lett. 55A, 101(1975)
[1]
Perturbation correction to the Jastrow
energy for simple models of nuclear matter, J.W. Clark, P.M. Lam and W.J.
Ter Louw, Nucl. Phys. A255,1(1975)
faculty
of Department of Physic