1 An ultra-stable gold-coordinated protein cage displaying reversible assembly

Author(s):Ali D. Malay1, Naoyuki Miyazaki, Artur Biela, Soumyananda Chakraborti, Karolina Majsterkiewicz, Izabela Stupka, Craig S. Kaplan, Agnieszka Kowalczyk, Bernard M.A.G. Piette, Georg K.A. Hochberg, Di Wu, Tomasz P. Wrobel, Adam Fineberg, Manish S
Reference:Nature 569 (2019) p. 438-442
Archive:https://doi.org/10.1038/s41586-019-1185-4

2 Hendecagonal Near-miss Polyhedral Cages

Author(s):Jonathan G. Heddle, Agnieszka Kowalczyk and Bernard M.A.G. Piette
Reference:Bridges (2019)

3 Directed polaron propagation in linear polypeptides induced by intra molecular vibrations and external electric pulses

Author(s):J. Luo and B. Piette
Reference:Phys Rev E 98 (2018) p. 012401
Archive:doi: 10.1103/PhysRevE.98.012401

4 Reciprocal Nucleopeptides as the Ancestral Darwinian Self-Replicator

Author(s):E.F. Banwell, B.M.A.G. Piette, A. Taormina and J.G. Heddle
Reference:Molecular Biology and Evolution 35 (2018) p. 404-416
Archive:doi: 10.1093/molbev/msx292

5 A generalised Davydov-Scott model for polarons in linear peptide chains

Author(s):J. Luo and B. Piette
Reference:Eur. Phys. J. B. 90 (2017) p. 154
Archive:doi: 10.1140/epjb/e2017-80209-2

6 Donor-acceptor electron transport mediated by solitons

Author(s):L. Brizhik, B. Piette and W.J. Zakrzewski
Reference:Phys. Rev. E 90 (2014) p. 052915
Archive:doi: 10.1103/PhysRevE.90.052915

7 Thermal enhancement and stochastic resonance of polaron ratchet

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Phys. Rev. E 89 (2014) p. 062905
Archive:doi: 10.1103/PhysRevE.89.062905

8 Anisotropic Deformations and Phase Transition of Neutron Star Matter

Author(s):S. Nelmes and B. Piette
Reference:Proceedings of QUARKS 2012 (2012)

9 Biopolymer Hairpin Loops Sustained by Polarons

Author(s):B. Chakrabarti, B. Piette and W.J. Zakrzewski
Reference:PhysPhys Rev. Rev. E 86 (2012) p. 021910
Archive:doi 10.1103/PhysRevE.86.021910

10 Phase transition and anisotropic deformations of neutron star matter

Author(s):S. Nelmes and B. Piette
Reference:Phy. Rev. D 85 (2012) p. 123004
Archive:doi 10.1103/PhysRevD.85.123004

11 Spontaneous Polaron Transport in Biopolymers

Author(s):B. Chakrabarti, B. Piette and W.J. Zakrzewski
Reference:EPL 97 (2012) p. 47005
Archive:doi 10.1209/0295-5075/97/47005

12 The Origin of Phragmoplast Asymmetry

Author(s):A.P. Smertenko, B. Piette and P.J. Hussey
Reference:Current Biology 21 (2011) p. 1924–1930
Archive:doi 10.1016/j.cub.2011.10.012

13 Skyrmion stars and the multilayered rational map ansatz

Author(s):S. Nelmes and B. Piette
Reference:Phy. Rev. D 84 (2011) p. 085017
Archive:doi 10.1103/PhysRevD.84.085017

14 A compartmental model analysis of integrative and self-regulatory ion dynamics in pollen tube growth

Author(s):Junli Liu, Bernard MAG Piette, Michael J. Deeks, Vernonica E. Franklin-Tong and Patrick J. Hussey
Reference:PLoS ONE 5(10): e13157 (2010) p. doi:10.1371/journal.pone.0013157

15 Ratchet dynamics of large polarons in asymmetric diatomic molecular chains

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:J. Phys. : Condens. Matter. 22 (2010) p. 155105

16 Ratchet effect of Davydov's solitons in nonlinear low-dimensional nanosystems

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Int. J. Quant Chem 110 (2009) p. 25-37
Archive:doi: 10.1002/qua.22083

17 Davydov's solitons in zigzag carbon nanotubes

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Int. J. Quant Chem 110 (2009) p. 11–24
Archive:doi: 10.1002/qua.22291

18 Thermodynamics of Microtubule Dynamics

Author(s):B.M.A.G. Piette, J. Liu, K. Peeters, A. Smertenko, T. Hawkins, M. Deeks, R. Quinlan, W.J. Zakrzewski and P.J. Hussey
Reference:PLoS ONE 4(8):e6378 (2009) p. doi:10.1371/journal.pone.0006378

19 Effects of Periodic electromagnetic Field on Charge Transport in Macromolecules

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Frohlich Symposium, Biophysical Aspects of Cancer: Electromagnetic Mechanisms, Prague July 2008 18 (2009) p. 15-27

20 Some Properties of Solitons

Author(s):L. Brizhik, A. Eremko, L.A. Ferreira, B. Piette and W.J. Zakrzewski
Reference:SelfOrganization of Molecular Systems NATO Science for Peace and Security Series A: Chemistry and Biology (2009) p. 103-121
Archive:DOI:10.1007/978-90-481-2590-6_6

21 Skyrmion Vibration Modes within the Rational Map Ansatz

Author(s):W.T. Lin and B. Piette
Reference:Phys Rev D 77 (2008) p. 125028
Archive:hep-th/arXiv:0804.4786v1

22 Skyrme Model with Different Mass Terms

Author(s):B. Piette and W.J. Zakrzewski
Reference:Phys Rev D 77 (2008) p. 074009
Archive:hep-th/arXiv:0801.0657v1

23 Ratchet behaviour of polarons in molecular chains

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:J. Phys. : Condens. Matter. 20 (2008) p. 255242

24 Scattering of sine-Gordon Breathers on a Potential Well.

Author(s):B. Piette and W.J. Zakrzewski
Reference:Phys. Rev. E. 79 (2009) p. 046603
Archive:cond.mat0710.4391

25 Scattering of sine-Gordon Kinks and Breathers on a Finite Width Well.

Author(s):B. Piette and W.J. Zakrzewski
Reference:Proceedings of Dynamic Systems and Applications. Dynamic Publishers Vol 5 p. 2008
Archive:394

26 Dynamics of the topological structures in inhomogeneous media

Author(s):L.A. Ferreira, B. Piette and W.J. Zakrzewski
Reference:Journal of Physics: Conference Series 128 (2008) p. 012027

27 Wobbles and other kink-breather solutions of the Sine Gordon model

Author(s):L.A. Ferreira, B. Piette and W.J. Zakrzewski
Reference:Phys Rev E. 77 (2008) p. 036613
Archive:hep-th0708.1088

28 Towards Skyrmion Stars: Large Baryon Configurations in the Einstein-Skyrme Model

Author(s):B.M.A.G. Piette and G.I. Probert
Reference:Phys Rev D. 75 (2007) p. 125023
Archive:hep-th/0704527

29 Some Aspects of Dynamics of Topological Solitons

Author(s):B. Piette and W.J. Zakrzewski
Reference:Quantum, Super and Twistors. Proceedings of the 22nd Max Born Symposium, Wroclaw 2006, (2008) p. 113

30 Scattering of Sine-Gordon kinks on potential wells

Author(s):B. Piette and W.J. Zakrzewski
Reference:J. Phys. A: Math. Theor. 40 (2007) p. 5995-6010
Archive:hep-th/0611040

31 Dynamical properties of a Soliton in a Potential Well

Author(s):B. Piette and W.J. Zakrzewski
Reference:J. Phys A. 40 (2007) p. 329-346
Archive:hep-th/0610095

32 Mass Terms in the Skyrme Model

Author(s):V.B. Kopeliovich, B. Piette and W.J. Zakrzewski
Reference:Conference Proceedings of Quark 2006, St' Petersbourg, Russia (2006)

33 Adiabatic self-trapped states in carbon nanotubes

Author(s):L. Brizhik, A. Eremko, B. Piette, W.J. Zakrzewski
Reference:J. Phys Cond. Mat. 19 (2007) p. 306205
Archive:cond-mat/0510775

34 Scattering of Topological Solitons on Holes and Barriers

Author(s):B. Piette, W.J. Zakrzewski and J. Brand
Reference:J. Phys. A: Math. Gen. 38 (2005) p. 10403-10412
Archive:hep-th/0508032

35 Self-trapped electron states in carbon nanotubes

Author(s):L. Bratek, L. Brizhik, A. Eremko, B. Piette, M. Watson and W.J. Zakrzewski
Reference:Physica D 228 (2007) p. 130-139
Archive:cond-mat/0510338

36 Charge and energy transfer by solitons in low-dimensional nanosystems with helical structure

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Chemical Physics 324 (2006) p. 259-266

37 Electron self-trapping on a nano-circle

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Physica D 218 (2006) p. 36-55

38 Mass terms in the Skyrme Model

Author(s):V.B. Kopeliovich, B. Piette and W.J. Zakrzewski
Reference:Phys. Rev. D 73 (2006) p. 014006
Archive:hep-th/0503127

39 Planar Skyrmions: Vibrational Modes and Dynamics

Author(s):B. Piette and R.S. Ward
Reference:Physica D 201/1-2 (2005) p. 45-55
Archive:DCPT-04/07

40 Solitons in alpha-helical proteins

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Phys.Rev. E 70 (2004) p. 031914
Archive:DCPT-04/09

41 Spontaneous Localization of Electrons in Lattices with Non-Local Interactions

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Phys.Rev. B 68 (2003) p. 104301

42 Solitonic Electron States and the Modified non-linear Schrodinger Equation in 2 and more Dimensions

Author(s):W.J. Zakrzewski, L. Brizhik, A. Eremko, B. Piette
Reference:Conf proceedings "Workshop on Integrable Theories, Solitons and Duality" July 2002
Archive:HEP-unesp2002/040

43 Static solutions of a D-dimensional Modified Nonlinear Schroedinger Equation.

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Nonlinearity 16 (2003) p. 1481-1497

44 Spontaneous Electron Localisation in 2D Lattices

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Conf proceedings from ERPOS (Prague)

45 Spontaneous Localisation of Electrons in Two-dimensional Lattices within the Adiabatic Approximation.

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:J.Math.Phys. 44 (2003) p. 3689-3697

46 Electron Self-Trapping in Discrete Two-Dimensional Lattices: II. Analytical Study.

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Ukr. Fiz. Journal. 47 (2002) p. 890-897

47 Spherically Symmetric Solutions of the 6th order SU(N) Skyrme Model.

Author(s):I. Floratos and B.M.A.G. Piette
Reference:J.Math.Phys. 42 (2001) p. 5580-5595
Archive:hep-th/0109011

48 Gravitating monopoles in SU(3) gauge theory

Author(s):Y. Brihaye, B.M.A.G. Piette
Reference:Phys. Rev. D 64 (2001) p. 084010
Archive:hep-th/0104161

49 Localised Electron States and Nonlinear Schrodinger Equations

Author(s):L. Brizhik, B. Piette and W.J. Zakrzewski
Reference:Conference Proceedings, Karpacz 2000 (to appear)

50 Electron Self-Trapping in Discrete Two-Dimensional Lattices

Author(s):L. Brizhik, A. Eremko, B. Piette and W.J. Zakrzewski
Reference:Physica D 159 (2001) p. 71-90

51 Multi-Skyrmion Solutions for the 6th order Skyrme Model.

Author(s):I. Floratos and B.M.A.G. Piette
Reference:Phys. Rev. D 64 (2001) p. 045009
Archive:hep-th/0103126

52 Electron Self-Trapping in Anisotropic Two-Dimensional Lattices: I. Numerical Simulation

Author(s):L. Brizhik, B. Piette and W.J. Zakrzewski
Reference:Ukr. Fiz. Zh. 46 (2001) p. 503-511

53 Instantons in 4-dimensional gauged O(5) Skyrme models

Author(s):Y. Brihaye, V. Paturyan, B.M.A.G. Piette and D.H. Tchrakian
Reference:J.Math.Phys. 42 (2001) p. 4669-4683
Archive:hep-th/0010111

54 Skyrmions and Rational Maps

Author(s):T. Ioannidou, B. Piette, P. Sutcliffe and W.J. Zakrzewski
Reference:Nonlinearity 14 (2001) p. C1-C5

55 Skyrmions from Harmonic Maps

Author(s):T. Ioannidou, B. Piette and W.J. Zakrzewski
Reference:Conference Proceedings of {\it Quarks 2000} , St' Petersburg, Russia

56 Understanding Skyrmions Using Rational Maps

Author(s):N.S. Manton and B.M.A.G Piette
Reference:in the Proceedings of the European Congress of Mathematics, Barcelona 2000, eds. C.Casacuberta et al., Progress in Mathematics, Birkhauser, Basel Vol. 201 (2001) p. 469-479

57 SU(N) Skyrmions and two dimensional $CP^{N}$ Rational Maps

Author(s):T. Ioannidou, B. Piette and W.J. Zakrzewski
Reference:Karpacz 1999, New symmetries and integrable models p. 194-205

58 Three Dimensional Skyrmions and Harmonic Maps

Author(s):T. Ioannidou, B. Piette and W.J. Zakrzewski
Reference:CRM Proceedings and Lecture Notes Volume 29 (2001)

59 Interaction of Skyrmions with domain walls

Author(s):A. Kudryavtsev, B. Piette and W.J. Zakrzewski
Reference:Phys. Rev. D 61 (2000) p. 025016

60 Spherically Symmetric Solutions of the SU(N) Skyrme Models

Author(s):T. Ioannidou, B. Piette and W.J. Zakrzewski
Reference:J.Math.Phys. 40 (1999) p. 6223-6233

61 SU(N) Skyrmions and Harmonic Maps

Author(s):T. Ioannidou, B. Piette and W.J. Zakrzewski
Reference:J.Math.Phys. 40 (1999) p. 6353-6365

62 Spontaneously Localized Electron States in a Discrete Anisotropic Two-Dimensional Lattice

Author(s):L. Brizhik, B. Piette and W.J. Zakrzewski
Reference:Physica D 146 (2000) p. 275-288

63 Low Energy States in the SU(N) Skyrme Model

Author(s):T. Ioannidou, B. Piette and W.J. Zakrzewski
Reference: Proceedings of ISPM-98, Eds. M. Eliashvili et al (1998) p. 91-123

64 Solitons of a general gauged $S^{2}$ model with a mass term

Author(s):I.L. Bogolubsky, B. Piette and W.J. Zakrzewski
Reference:Phys. Lett. B 432 (1998) p. 151-158

65 Numerical Integration of 2+1 Dimensional PDEs for $S^{2}$ Valued Functions.

Author(s):B. Piette, W.J. Zakrzewski
Reference:J.Comp.Phys. 145 (1998) p. 359-381

66 Nontopological Structures in the baby-Skyrme Model

Author(s):B. Piette, W.J. Zakrzewski
Reference:Solitons, Properties, Dynamics, Interactions and Applications: proceedings of A CRM-Fields-CAP Summer Workshop Kingston, Ontario, Canada. R MacKenzie et al. Springer (2000) p. 309-312
Archive:hep-th/9710012

67 Skyrmion and Domain Walls

Author(s):B. Piette, W.J. Zakrzewski
Reference:Solitons, Properties, Dynamics, Interactions and Applications: proceedings of A CRM-Fields-CAP Summer Workshop Kingston, Ontario, Canada. R MacKenzie et al. Springer (2000) p. 187-190
Archive:hep-th/9710011

68 Static Solutions in the U(1) gauged Skyrme model

Author(s):B.M.A.G. Piette, D.H. Tchrakian
Reference:Phys. Rev. D 62 (2000) p. 025020
Archive:hep-th/9709189

69 Skyrmions and domain walls in (2+1) dimensions

Author(s):A. Kudryavtsev, B. Piette and W.J. Zakrzewski
Reference:Nonlinearity 11 (1998) p. 783-795
Archive:hep-th/9709187

70 Metastable Stationary Solutions of the radial d dimensional Sine-Gordon Model

Author(s):B. Piette, W.J. Zakrzewski
Reference:Nonlinearity 11 (1998) p. 1103-1110

71 Soliton-like structures in two dimensions and their properties

Author(s):B. Piette, W.J. Zakrzewski
Reference:Reports on Mathematical Physics 40 (1997) p. 313-340

72 Localized Solutions in a 2 Dimensional Landau-Lifshitz Model

Author(s):B. Piette, W.J. Zakrzewski
Reference:Physica D 119 (1998) p. 314-326
Archive:hep-th/9611183

73 On the Integrability of Pure Skyrme Models in 2 Dimensions

Author(s):A.N. Leznov, B. Piette and W.J. Zakrzewski
Reference:J.Math.Phys 38 (1997) p. 3007-3011

74 Mesons, Baryons and Waves in the Baby Skyrmion Model

Author(s):A. Kudryavtsev, B. Piette and W.J. Zakrzewski
Reference:Eur. Phys. J. C 1 (1998) p. 333-341
Archive:hep-th/9611217

75 Some Aspects of Soliton Unwindings

Author(s):B. Piette, W.J. Zakrzewski
Reference:From Field Theory to Quantum Groups, B. Jancewicz and J. Sobczyk (ed): World Scientific (1996) p. 275-285

76 Shrinking of Solitons in the 2+1 Dimensional $S^{2}$ Sigma Model

Author(s):B. Piette, W.J. Zakrzewski
Reference:Nonlinearity 9 (1996) p. 897-910

77 Skyrme-Maxwell Solitons in 2+1 Dimensions

Author(s):J. Gladikowski, B. Piette and B.J. Schroers
Reference:Phys. Rev. D 53 (1996) p. 844-851
Archive:hep-th/9506099

78 Scattering of extended structures in (2+1) dimensional models

Author(s):B. Piette, W.J. Zakrzewski
Reference:Topics in Quantum Field Theory, D.H. Tchrakian (ed): World Scientific (1995) p. 78-88

79 General Scattering in (2+1) Dimensional Models

Author(s):B. Piette, W.J. Zakrzewski
Reference:Nonlinear Coherent Structures in Physics and Biology, Ed. K.H. Spatschek and F.G. Mertens, Plenum Press (1994) p. 283-286

80 Dynamics of Baby Skyrmions

Author(s):B. Piette, B.J. Schroers and W.J. Zakrzewski
Reference:Nucl. Phys. B 439 (1995) p. 205-238
Archive:hep-ph/9410256

81 Chern-Simons solitons in a CP1 model

Author(s):B. Piette, D.H. Tchrakian, W.J. Zakrzewski
Reference:Phys. Lett. B 339 (1994) p. 95-100

82 Multisolitons in a Two-dimensional Skyrme Model

Author(s):B. Piette, B.J. Schroers and W.J. Zakrzewski
Reference:Z. Phys. C 65 (1995) p. 165-174
Archive:hep-th/9406160

83 A modified Mottola-Wipf model with sphaleron and instanton fields

Author(s):H.J.W. Muller-Kirsten, B. Piette, D.H.Tchrakian and W.J. Zakrzewski
Reference:Phys. Lett. B 320 (1994) p. 294-298

84 Skyrmion Dynamics in (2+1) dimensions

Author(s):B. Piette and W.J. Zakrzewski:
Reference:Chaos, Solitons and Fractals 5 (1995) p. 2495-2508

85 Some aspects of scattering of skyrmions in (2+1) dimensions

Author(s):B. Piette and W.J. Zakrzewski
Reference:Nonlinearity 7 (1994) p. 231-244

86 Soliton-Soliton and Wave-Soliton Collisions in Skyrme-like $\sigma$ Models

Author(s):A. Kudryavtsev, B. Piette and W.J. Zakrzewski
Reference:Zeit. Phys. C 60 (1993) p. 731-737

87 $\pi$/N Scattering in (2+1) Dimensions

Author(s):A. Kudryavtsev, B. Piette and W.J. Zakrzewski
Reference:Phys. Lett. A 180 (1993) p. 119-123

88 Extended Structures in (2+1) Dimensions

Author(s):B. Piette and W.J. Zakrzewski
Reference:Applications of Analytic and Geometric Methods to Nonlinear Differential Equations, P.A. Clarkson (Ed.) Kluwer Academic Publishers (1993) p. 47-64

89 Conserved Quantities of the Soliton Scatterings in (2+1) Dimensions

Author(s):B. Piette and W.J. Zakrzewski
Reference:Anales de Fisica, Monografias, M.O., M.S. and J.M.G. (Eds), CIEMAT/RSEF, Madrid Vol. 1 (1993) p. 285-288

90 Soliton-like Structure in (2+1) Dimensions

Author(s):B. Piette and W.J. Zakrzewski
Reference:Future Directions of Nonlinear Dynamics in Physical and Biological Systems; P.L. Christiansen et al.(Ed.), Plenum Press (1993) p. 73-76

91 A class of N dimensional models with extended structure solutions

Author(s):A. Chakrabarti, B. Piette, D.H. Tchrakian and W.J. Zakrzewski
Reference:Z. Phys. C 56 (1992) p. 461-467

92 Soliton like behaviour in a modified Sine-Gordon model

Author(s):M. Peyrard, B. Piette and W.J. Zakrzewski
Reference:Physica D 64 (1993) p. 355-364

93 Solitons - Antisolitons Scattering in (2+1) Dimensions

Author(s):B. Piette, P. Sutcliffe and W.J. Zakrzewski
Reference:Int. Journal. Mod. Phys. and Comp. C 3 (1992) p. 637-660

94 Skyrmion Model in (2+1) Dimensions with Soliton Bound States

Author(s):B. Piette and W.J. Zakrzewski
Reference:Nucl. Phys. B 393 (1993) p. 65-78

95 Solitons Scattering in a $CP^{2}$ Model

Author(s):B. Piette, M.S. Rashid, W.J. Zakrzewski
Reference:Nonlinearity 6 (1993) p. 1077-1090

96 A class of two dimensional models with extended structure solutions

Author(s):B. Piette, D.H. Tchrakian, W.J. Zakrzewski
Reference:Z. Phys. C 54 (1992) p. 497

97 Interactions of Solitons in (2+1) Dimensions

Author(s):B. Piette and W.J. Zakrzewski
Reference:in "Nonlinear Coherent Structures in Physics and Biology", M. Remoissenet and M. Peyrard, Springer-Verlag (Berlin), (1991) p. 242-249

98 Models with Solitons in (2+1) Dimensions

Author(s):J.M. Izquierdo, B. Piette, M.S. Rashid, W.J. Zakrzewski
Reference:Z. Phys. C 53 (1992) p. 177

99 Skyrmions and their scattering in (2+1) dimensions

Author(s):B. Piette and W.J. Zakrzewski
Reference:in "Nonlinear Fields: Classical, Random, Semiclassical". (Proc. Karpacz 91); P. Garbaczewski and Z. Popowicz (eds); World Scientific. (1991) p. 225-243

100 Skyrmions scattering in (2+1) dimensions

Author(s):B. Piette and W.J. Zakrzewski
Reference:Proceeding of the meeting in Bruxelles, December 1990, "Solitons + chaos" Springer-Verlag (1991) p. 325-329

101 Skyrmions in (2+1) dimensions

Author(s):M. Peyrard, B. Piette and W.J. Zakrzewski
Reference:Proceedings of the $25^{th}$ International Conference on High Energy Physics. World Scientific 91 vol 2 p. 1415

102 Solitons Scattering in the Skyrme model in (2+1) Dimensions: 2. More General Systems

Author(s):M. Peyrard, B. Piette and W.J. Zakrzewski
Reference:Nonlinearity 5 (1992) p. 585-600

103 Solitons Scattering in the Skyrme model in (2+1) Dimensions: 1. Soliton-Soliton Case

Author(s):M. Peyrard, B. Piette and W.J. Zakrzewski
Reference:Nonlinearity 5 (1992) p. 563-583

104 Image Analysis with Two-dimensional Continuous Wavelet Transform

Author(s):J.-P. Antoine, P. Carrete, R. Murenzi and B. Piette
Reference:Signal Processing 31 (1993) p. 241-272

105 Image analysis with 2D wavelet transform: detection of position orientation and contour of simple objects

Author(s):J-P. Antoine, M. Duval Destin, R. Murenzi, B. Piette
Reference:In "Wavelets and their applications" Y.Meyer (ed.), Masson (Paris) and Springer-Verlag (Berlin) (1992) p. 144-159

106 Finite Energy Solutions for 1+1 Dimensional $\sigma$ Models

Author(s):B. Piette, W. Zakrzewski
Reference:J. Math. Phys. 31 (1989) p. 916

107 Solutions of the supersymmetric U(N) $\sigma$ Models with the Wess-Zumino-Witten Term

Author(s):B. Piette, R. Zait, W. Zakrzewski
Reference:Z. Phys. C 44 (1988) p. 111

108 Some Classes of General Solutions of the U(N) Chiral $\sigma$ Models in two Dimensions

Author(s):B. Piette, W. Zakrzewski
Reference:J. Math. Phys. 30 (1989) p. 2233

109 Solutions of the U(N) $\sigma$ Models with the Wess-Zumino Term

Author(s):B. Piette, R. Zait, W. Zakrzewski
Reference:Z. Phys. C 39 (1988) p. 359

110 Properties of Classical Solutions of the U(N) Chiral $\sigma$Models in two Dimensions

Author(s):B. Piette, W. Zakrzewski
Reference:Nucl. Phys. B300 (1988) p. 223

111 General Classical Solutions of the U(3) and U(4) Chiral $\sigma$ Models in two Dimensions

Author(s):B. Piette, W. Zakrzewski
Reference:Nucl. Phys. B300 (1988) p. 207

112 Some Solutions of the U(N) Sigma Models

Author(s):B. Piette
Reference:in "Proc. 16th international Colloquium on Group Theoretical Methods in Physics" (Varna 1987). Vol 313; H.D. Doebner, J.D. Hennig, T.D. Palev. (eds): Springer Lect. Notes in Physics, Berlin (1988) p. 569

113 Solutions of Minkowskian $\sigma$ Models on Hyperbolic Complex Grassmann Manifolds

Author(s):D. Lambert, B. Piette
Reference:Class. Quant. Grav. 5 (1988) p. 307

114 On Stability of Solutions of the U(N) Chiral Models in two Dimensions

Author(s):B. Piette, I. Stokoe, W. Zakrzewski
Reference:Z. Phys. C 37 (1988) p. 449

115 Explicit Solutions of Grassmannian $\sigma$ Models

Author(s):B. Piette
Reference:J. Math. Phys. 29 (1988) p. 2190

116 Solution of Euclidean $\sigma$ Models on Non-Compact Grassmann Manifolds

Author(s):J-P. Antoine, B. Piette
Reference:J. Math. Phys. 29 (1988) p. 1687

117 Spectrum-Generating Algebras for the Supersymmetric Morse and Poschl-Teller Hamiltonians

Author(s):B. Piette, L. Vinet
Reference:Phys. Lett. A 125 (1987) p. 380

118 Classical Non-Linear $\sigma$ Models on Grassmann Manifolds

Author(s):J-P. Antoine, B. Piette
Reference:in "Recent Development in Mathematical Physics" (proc. Schladling 1987), H. Mitter and L. Pittner (eds); Springer Berlin et al. (1987) p. 191

119 Classical Non-Linear $\sigma$ Models on Grassmann Maniflods of Compact or Non-Compact type

Author(s):J-P. Antoine, B. Piette
Reference:J.Math.Phys. 28 (1987) p. 2753