Journals and proceedings

  1. Chirality of coiled-coils: elasticity matters (PDF)
    S. Neukirch, A. Hausrath, and A. Goriely, 2008 Phys. Rev. Lett. (100) DOI: 10.1103
  2. Elastic growth models (PDF)
    A. Goriely, Mark Robertson-Tessi, Michael Tabor, Rebecca Vandiver 2008
    Accepted for publication in Mathematical Modelling of Biosystems (Ed. R. Mondaini)Springer-Verlag. (45 pages)
  3. The differential geometry of proteins and its applications to structure determination (PDF)
    A. Goriely, A. Hausrath, and S. Neukirch, BIOMAT-2008 (Ed. R. Mondaini) World-Scientific. (45 pages)
  4. Polyhelices through n points (PDF)
    A. Goriely, S. Neukirch, and A. Hausrath International Journal of Bioinformatics Research and Applications (Accepted for publication).
  5. La chiralité des protéines fibreuses : une affaire d'élasticité
    S. Neukirch and A. Goriely 2007, Bull. Soc. Fr. Phys.
  6. Continuous Representations of Proteins I:
    Construction of Coordinate Models from Curvature Profiles
    A. Hausrath and A. Goriely 2007 Journal of Structural Biology (158) 267-281
  7. On the definition and modeling of incremental, cumulative, and continuous growth laws in morphoelasticity (PDF)
    A. Goriely and M. Ben Amar 2007, Biomechanics and Modeling in Mechanobiology, (6) 289--296
  8. The mechanics of attachment in twining plants (PDF)
    A. Goriely, S. Neukirch; Phys. Rev. Lett. 97, #184302, 2006,
  9. Twining Plants : How Thick Should their Supports Be? (PDF)
    S. Neukirch and A. Goriely 2006, Proceedings of the 5th Plant Biomechanics Conference, Salmén, L. (Ed.), STFI-Packforsk AB, Stockholm.
  10. Instabilities in Elastomers and Soft Tissues (PDF)
    A. Goriely, M. Destrade, and M. Benamar, 2006
    Quarterly Journal of Mechanics and Applied Mathematics. 59, 615-630.
  11. Helices (PDF, Supporting text, Supporting Figure)
    N. Choauaieb, A. Goriely, and J. H. Maddocks 2006 Proc. Natl. Acad. Sci. USA 103:9398--9403.
  12. Component retention in principal component analysis with application to cDNA microaaray data (PDF)
    R. Cangelosi and A. Goriely,2006. Biology Direct (2) 2--27.
  13. Force estimates in Fungal penetration (PDF)
    A. Goriely and M. Tabor 2006. Mycological Research 110, 755-759.
  14. The Jumping pendulum (PDF)
    A. Goriely, Ph. Boulanger, and J. Leroy, 2006 American Journal of Physics 74, 784-788.
  15. Twisted elastic rings and the rediscoveries of Michell's instability (PDF)
    A. Goriely, J. Elasticity 84, 281 - 299. (2006)
  16. Protein architectures predicted by a continuum representation of fold space (PDF)
    A. Hausrath and A. Goriely, 2006. Protein Science 15:753 - 760.
  17. Dynamic buckling of morphoelastic filaments (PDF)
    R. Goldstein and A. Goriely, 2006. Phys. Rev. E 74, #010901.
  18. Biomechanical Model for Appressorial Design in Magnaporthe Grisea (PDF)
    A. Tongen, A. Goriely, and M. Tabor, 2006. J. Theor. Biol. 2006, 240: 1-8.
  19. Knotted umbilical cords (PDF)
    A. Goriely in Physical and Numerical Models in Knot Theory and their Application to the Life Sciences
    (Eds. A. Stasiak, E. Rawdon, J. A. Calvo) 2005.
  20. Growth and instabilities in elastic tissues (PDF)
    M. Ben Amar and A. Goriely. J. Mech. Phys. Solids. 2005.
  21. Differential growth and instabilities in elastic shells (PDF)
    A. Goriely and M. Ben Amar, Phys. Rev. Lett. 2005, 94, #1918103.
  22. Morpho-elasticite
    A. Goriely in Rencontres de physique non-lineaire (R. Ribotta Ed.) 2005, 97-102.
  23. Elastic growth and instability in soft tissues
    A. Goriely in Oberwolfach Reports 2005.
  24. Growth induced curve dynamics for filamentary micro-organisms (PDF)
    A. Goriely, G. Karolyi, and M. Tabor, J. Math. Biol. 2005 (DOI:10.1007/s00285-005-0328-4)
  25. The dynamics of stretchable rods in the inertial case (PDF)
    S. Lafortune, A. Goriely and M. Tabor, Nonlinear Dynamics 2005
  26. Singularity confinement and algebraic integrability (PDF)
    S. Lafortune and A. Goriely. J. Math Phys 2004, 45, 1191-1208
  27. Self-similar tip growth in filamentary organisms (PDF)
    A. Goriely and M. Tabor, Phys. Rev. Lett 2003, 90, #108101.
  28. Biomechanical models of hyphal growth in actinomycetes (PDF)
    A. Goriely and M. Tabor, J. Theor. Biol. 2003, 222, 211-218.
  29. Whip waves (PDF)
    T. McMillen and  A. Goriely, Physica D, 2003
  30. The shape of a cracking whip (PDF)
    A. Goriely and T. McMillen, Phys. Rev. Lett 2002, 88, # 244301.(PDF)
  31. Tendril perversion in intrinsically curved rods (PDF)
    T. McMillen and A. Goriely 2002 , Journal of nonlinear Science
  32. Singularity analysis and normal forms (PDF)
    A. Goriely 2001, Physica D 152-153, 124-144
  33. On the dynamics of elastic strips (PDF)
    A.Goriely, M. Nizette and M. Tabor , 2001, Journal of Nonlinear Science 11, 3-45.
  34. Book Review: Noeuds: Genese d'une theorie mathematiques by A. Sossinsky(PDF)
    Notices of the AMS June/July 2000, 4pages
  35. Bistable helices (PDF)
    R. E. Goldstein, A. Goriely, G. Huber and C.W. Wolgemuth, 2000, Phys. Rev. Lett. 84, 1631-1634.
  36. Dynamics of helical strips (PDF)
    A. Goriely and P. Shipman , 2000, Phys. Rev. E 61, 4508-4517.
  37. The nonlinear dynamics of filaments (PDF)
    A. Goriely and M. Tabor 2000  Nonlinear Dynamics 21, 101-133.
  38. Necessary and sufficient conditions for finite-time blowup in systems of ordinary differential equations (PDF)
    A. Goriely and C. Hyde, 2000, Journal of Differential Equations 161, 422-448.
  39. Kovalevskaya rods and Kovalevskaya waves (PDF)
    A. Goriely and M. Nizette, 2000 Regular and Chaotic Dynamics,
  40. A brief history of Kovalevskaya exponents and modern developments, (PDF)
    A. Goriely, 2000 Regular and Chaotic Dynamics.
  41. Pulse, fronts and oscillation of an elastic rod, (PDF)
    J. Lega and A. Goriely, 1999, Physica D 32, 373-91.
  42. The looping of twisted elastic rods,
    A. Goriely and M. Tabor 2000. in Localisation and solitary waves in solid mechanics
    (Eds. G. Hunt, M. Thompson and A. R. Champneys) World Scientific.
  43. Towards a classification of Euler-Kirchhoff filaments, (PDF)
    M. Nizette and A. Goriely, 1999, J. Math. Phys. 40 2830-2866.
  44. The role of complex-time singularities in chaotic dynamics, (PDF)
    A. Goriely and M. Tabor, 1998 Regular and Chaotic Dynamics, 3.
  45. Finite time blow-up in dynamical systems, (PDF)
    A. Goriely and C. Hyde 1998, Phys. Lett. A 250, 311-318.
  46. Spontaneous helix-hand reversal and tendril perversion in climbing plants, (PDF)
    A. Goriely and M. Tabor 1998, Phys. Rev. Lett. 80 1564-1568.
  47. The mechanics and dynamics of tendril perversion in climbing plants,
    A. Goriely and M. Tabor 1998, Physicalia , 20, 299-315.
  48. Nonlinear dynamics of filaments IV: Spontaneous looping of rods, (PDF)
    A. Goriely and M. Tabor 1998  Proc. Roy. Soc. 454 3183-3202
  49. Nonlinear dynamics of filaments III: Instabilities of helical rods. (PDF)
    A. Goriely and M. Tabor 1997  Proc. Roy. Soc. 453 2583-2601.
  50. Nonlinear dynamics of filaments II: Nonlinear analysis (PDF)
    A. Goriely and M. Tabor 1997 Physica D 105 (1997)  20-44.
  51. Nonlinear dynamics of filaments I: Dynamical instabilities (PDF)
    A. Goriely and M. Tabor 1997 Physica D 105 (1997)  45-61.
  52. New amplitude equations for thin elastic rods (PDF)
    A. Goriely and M. Tabor, Phys. Rev. Lett. 77 3557-3540 (1996)
  53. Integrability, partial integrability and nonintegrability for systems of ordinary differential equations (PDF)
    A. Goriely, J. Math. Phys. 1996. 37 (1996) 1871-1893.
  54. A simple solution to the nonlinear front problem, (PDF)
    A. Goriely Phys. Rev. Lett. 75 (1995) 2047-2050.
  55. A Melnikov vector for n-dimensional mappings, (PDF)
    T. Bountis, A. Goriely et M. Kolman Phys. Lett. A 206 (1995) 38-48
  56. The Singularity analysis for nearly integrable systems: Homoclinic intersections and local multivaluedness (PDF)
    A. Goriely et M. Tabor, Physica D. 85 (1995) 93-125.
  57. Painleve Analysis and Normal Forms
    L. Brenig and A. Goriely, 1994 in Computer Algebra and Differential Equations.
    (E. Tournier, Ed.), Cambridge University Press, pp.211-238.
  58. How to compute the Melnikov vector?
    A. Goriely and M. Tabor, 1994 in Proceedings of the International Symposium on Symbolic and Algebraic Computation, ISSAC'94,
    ACM Press, pp. 205-210.
  59. Investigation of Painleve property under time singularities transformations, (PDF)
    A. Goriely, J. Math. Phys. 33 (1992) 2728-2742.
  60. From weak to full Painleve property via time singularities transformations
    A. Goriely, 1992 in Chaotic Dynamics: Theory and Practice (T. Bountis, Ed.) Plenum Press, pp. 91-101.
  61. Algebraic degeneracy and partial integrability for systems of ordinary differential equations (PDF)
    A. Goriely and L. Brenig, Phys. Lett. A 145 (1990) 245.
  62. Quasimonomial Transformations and Decoupling
    L. Brenig and A. Goriely, 1991 in Soliton and Chaos (I. Antoniou and F. J. Lambert, Eds.)
    Research Reports in Physics, Springer Verlag.
  63. An algorithmic approach to differential equations
    A. Goriely, 1990 in Equations Differentielles et Calcul Formel (Strasbourg).
  64. Quasimonomial Transformations and Integrability
    L. Brenig and A. Goriely, 1990 in Partially Integrable Evolution Equations in Physics
    (Ed. R. Conte and N. Boccara, NATO ASI Series, Kluwer Academic Publisher), pp. 571-573.
  65. Universal canonical forms for time continuous dynamical systems (PDF)
    L. Brenig and A. Goriely, Phys. Rev. A 40 (1989) 4119.
Copyright 2006 Alain Goriely Photo credit: Piotr Pieranski