[C1] G.I. Nonlinear stability theory of laminar flows in the case of "exchange of stabilities". Fluid dynamics Transactions, 6,II, 307-316, 1971.

[C2] G.I. Bifurcation of a T-periodic flow towards a nT-periodic flow and their nonlinear stabilities. Archivum Mechaniki Stosovanej, 26, 5, 795-804, 1974.

[C3] G.I. Secondary or direct bifurcation of a steady solution of the Navier-Stokes equations into an invariant torus. New developments in differential equations, North holland Math. studies 21, 99-110, 1975.

[C4] G.I. Secondary bifurcation of a steady solution into an invariant torus for evolution problems of Navier-Stokes type. Applications of methods of functional analysis to problems in mechanics, 354-365, Lecture Notes in Maths 503, Springer 1975.

[C5] G.I. Direct bifurcation of a steady solution of the Navier-Stokes equations into an invariant torus. Turbulence and Navier-Stokes equations, 69-84, Lecture Notes in Maths 565, Springer 1976.

[C6] P.Grisvard, G.I. Problèmes aux limites unilatéraux dans les domaines non réguliers. Analyse fonctionnelle, séminaire de Rennes 1976.

[C7] G.I. The turbulence via successive bifurcations. Fluid Dynamics Transactions, 9, 153-175, 1977 (XIII biennal Fluid Dyn. Symp. Poland 1977)

[C8] G.I. J.de Physique C5, suppl. 8, 39, 99-105, 1977.

[C9] G.I. Bifurcation of invariant tori in R^3. Bifurcation and Nonlinear eigenvalue problems. Lecture Notes in Maths 782, 192-200, 1980.

[C10] G.I., W.Langford. Conjectures on the routes to turbulence via bifurcations. Annals of the New York Acad. of Sciences, Nonlinear Dynamics, 357, 489-505, 1980.

[C11] G.I. Bifurcations élémentaires et Transition. Séminaire Goulaouic-Schwartz, Ecole Polytechnique, 1980.

[C12] W.Langford, G.I. Interactions of Hopf and pitchfork bifurcations. Bifurcation problems and their numerical solutions, Birkhaüser Lecture Notes ISNM 54, 103-134, Mittelmann, Weber eds, 1980.

[C13] G.I., D.D.Joseph. The behavior of solutions lying on an invariant 2-torus arising from the bifurcation of a periodic solution. Applications of nonlinear analysis in the physical sciences, 92-114, Amann, Bazley, Kirchgässner eds, Pitman 1981.

[C14] G.I., A.Arnéodo, P.Coullet, C.Tresser. Simple computation of bifurcating invariant circles for mappings. Dynamical Systems and Turbulence, Lecture Notes in Maths 898, 192-211, Springer 1981.

[C15] G.I. Trends in applications of pure Mathematics to Mechanics, III, 126-137, R.Knops ed., Pitman 1981.

[C16] G.I. Bifurcations élémentaires - Successions et Interactions. Nonlinear Phenomena in Chemical Dynamics, Synergetics, 12, 71-78, Springer 1981.

[C17] G.Iooss. Modélisation de la transition vers la turbulence. Séminaire Bourbaki 607, Astérisque 105-106, 179-197, 1983.

[C18] G.I. Generation of chaos by interaction between bifurcations. IUTAM Symp. on Turbulence and chaotic phenomena in fluids, 185-189, T.Tatsumi ed., North-Holland 1984.

[C19a] G.I. Bifurcation and transition to turbulence in hydrodynamics.  Springer Lecture Notes 1057, p.152 - 201. CIME L.Salvadori ed. 1984.

[C19] G.I. Some codimension two bifurcations for maps, leading to chaos. Chaos ans statistical Mechanics, 136-142, Kuramoto ed., Springer series in synergetics 1984.

[C20] G.I. Recent progresses in the Couette-Taylor problem. 6th Biannual Symp. on Trends in Appl. of Pure Maths to Mechanics, 249, 297-311. Lecture Notes in Physics, Kroner, Kirchgässner eds., Springer 1986.

[C21] G.I. Reduction of the dynamics of a bifurcation problem using normal forms and symmetries. Instabilities and nonequilibrium structures, 3-40, Tirapegui, Villarroel eds, Reidel 1987.

[C22] G.I. Stabilité non linéaire en hydrodynamique. L’exemple de Couette-Taylor. Colloque Stabilité. Acad. Nat. de l’Air et de l’espace, Paris Nov. 1987.

[C23] G.I., J.Los. Quasi-codimension 3 bifurcation of invariant 2-tori for maps. Bifurcation Theory and its Numerical Analysis, 36-50, Marsden, Golubitsky, Iooss eds. 1989.

[C24] G.I., J.Los. 7th Biannual Symp. on Trends in appl. of pure Maths to Mechanics, Besseling, Eckhaus eds, Springer 1988.

[C25] G.I., A.Mielke, Y.Demay. Mathematical justification of the steady Ginzburg-Landau equation starting with Navier-Stokes. New trends in nonlinear dynamics and pattern forming phenomena : the geometry of nonequilibrium. P.Coullet, P.Huerre eds, NATO ASI, series B, 237, Plenum, 1990.

[C26] G.I., A.Mielke. Reduction and normalization of hydrodynamical stability problems in infinitely long cylinders, p.43-56. Trends in Applications of Maths to Mechanics (STAMM 89), W.Schneider, H.Troger, F.Ziegler eds. Longman 1991.

[C27] P.Coullet, G.I. One-dimensional cellular patterns, p.1-6. Proc. NATO Adv.Study on Patterns, Defects and Material instabilities. D.Walgraef, N.M.Ghoniem eds. Cargèse Sept 89. Kluwer 1992.

[C28] G.I., A.Mielke. Hydrodynamical stability problems in infinitely long cylindrical domains : existence of defects in travelling waves, p.243-257. Proc. V Int. Conf on waves and stability in continuous media. S.Rionero ed., Sorrento 1989. World Sci. Pub 1991.

[C29] G.Iooss. Capillary-Gravity water-waves problem as a dynamical System p.42-57. Structure and Dynamics of Nonlinear Waves in Fluids. A.Mielke, K.Kirchgässner ed, Word Sci. Pub. 1995.

[C30] G.Iooss. A codimension 2 bifurcation for reversible vector fields. Fields Institute Communications 1995, 4, 201-217.Io95

* [C31] G.Iooss. Travelling water-waves, as a paradigm for bifurcations in reversible infinite dimensional "dynamical" systems. Doc. Math. Extra Vol III, ICM 1998, p. 611-622.Berlin .ICM98

[C32] R.Grimshaw, G.I. Solitary waves of a coupled Korteweg-de-Vries system. Special issue "Simulation on nonlinear waves : computation and theory-II". J. Math. and Computers in Simulation 62, 2003, p.31-40.

[C33] J.F.Toland, G.I. Riemann-Hilbert and variational structure for standing waves. Far East J.Appl. Math., 15 (2004) 3, 459-488.

[C34] G.Iooss. Water-waves and reversible spatial dynamics. Proc. 2nd Int. Congress of Serbian Society of Mechanics 2009.Io_Serb

[C35] G.Iooss. Quasipatterns in steady Bénard-Rayleigh convection. Izvestiya Vuzov Severo-Kavkazskii Region, Special Issue “Actual problems of mathematical hydrodynamics” 2009, Natural Science,  p. 92 -105. Volume in honor of 75th anniversary of the birth of V.Yudovich.  Io_quasiBenard