Jean Leray '99 conference proceedings. The Karlskrona conference, Sweden, August 1999 in honor of Jean Leray (Q1405601)

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scientific article; zbMATH DE number 1971099
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Jean Leray '99 conference proceedings. The Karlskrona conference, Sweden, August 1999 in honor of Jean Leray
scientific article; zbMATH DE number 1971099

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    Jean Leray '99 conference proceedings. The Karlskrona conference, Sweden, August 1999 in honor of Jean Leray (English)
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    25 August 2003
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    The articles of this volume will be reviewed individually. Indexed articles: \textit{Boutet de Monvel, L.}, Holonomic character of an elementary solution, 7-16 [Zbl 1032.35015] \textit{Bove, Antonio; Nishitani, Tatsuo}, Necessary conditions for hyperbolicity of first order systems, 17-35 [Zbl 1036.35120] \textit{Colombini, Ferruccio; Del Santo, Daniele; Kinoshita, Tamotu}, On the Cauchy problem for hyperbolic operators with non-regular coefficients, 37-52 [Zbl 1036.35122] \textit{Delquié, Hélène; Vaillant, Jean}, Multiple points of the characteristic manifold of a diagonalizable operator, 53-64 [Zbl 1036.35121] \textit{Gourdin, Daniel; Mechab, Mustapha}, Large life span of the solutions to a nonlinear Cauchy problem, 65-74 [Zbl 1036.35056] \textit{Hamada, Yûsaku}, A remark on propagation of analyticity of the solutions of Cauchy problems, 75-82 [Zbl 1032.35010] \textit{Laubin, Pascal}, Conormality and Lagrangian properties along diffractive rays, 83-96 [Zbl 1032.35016] \textit{Ohya, Yujiro}, Characterization of hyperbolic partial differential operators, 97-107 [Zbl 1060.35072] \textit{Okada, Y.; Tose, N.}, A dependence domain for a class of micro-differential equations with involutive double characteristics, 109-114 [Zbl 1039.35006] \textit{Wagschal, Claude}, Nonabelian ramification, 115-121 [Zbl 1036.35008] \textit{Dazord, Pierre}, Extension of the differential calculus and application to Lie group theory in infinite dimensions, 125-141 [Zbl 1042.58001] \textit{De Gosson, M.; De Gosson, S.}, The cohomological meaning of Maslov's Langrangian path intersection index, 143-162 [Zbl 1027.53099] \textit{Furutani, Kenro}, A Kähler structure on the punctured cotangent bundle of the Cayley projective plane, 163-182 [Zbl 1035.53103] \textit{Marle, Charles-Michel}, On mechanical systems with a Lie group as configuration space, 183-203 [Zbl 1037.37024] \textit{Nicolas, Jean-Philippe}, Dirac fields on asymptotically simple space-times, 205-217 [Zbl 1031.35120] \textit{Toft, Joachim}, An embedding result for some general symbol classes in the Weyl calculus, 219-233 [Zbl 1037.35115] \textit{Tuynman, G. M.}, The Lagrangian in symplectic mechanics, 235-247 [Zbl 1039.53102] \textit{Śniatycki, Jȩdrzej}, Geometry of solution spaces of spaces of Yang-Mills equations, 249-265 [Zbl 1030.58019] \textit{Ancona, Vincenzo; Gaveau, Bernard}, The residue theory on complex analytic spaces, 269-279 [Zbl 1040.32009] \textit{Beals, Richard; Gaveau, Bernard; Greiner, Peter}, The heat kernel of subelliptic operators on Heisenberg groups, 305-320 [Zbl 1032.35062] \textit{Booss-Bavnbek, B.; Furutani, K.; Wojciechowski, K. P.}, The geometry of Cauchy data spaces, 321-354 [Zbl 1029.58013] \textit{Kajitani, Kunihiko}, On the Cauchy problem for Kirchhoff equations of \(p\)-Laplacian type, 355-362 [Zbl 1031.35090] \textit{Nazaikinskii, V. E.; Sternin, B. Yu.}, A remark on surgery in index theory of elliptic operators, 363-372 [Zbl 1039.35153] \textit{Savin, A.; Schulze, B.-W.; Sternin, B.}, The \(\eta\) invariant and elliptic operators in subspaces, 373-387 [Zbl 1029.58016] \textit{Schulze, B.-W.; Shlapunov, A.; Tarkhanov, N.}, Regularisation of mixed boundary problems, 389-410 [Zbl 1111.35300] \textit{Ibragimov, Nail H.}, Covariant method for solution of Cauchy's problem based on Lie group analysis and Leray's form, 413-421 [Zbl 1031.35004] \textit{Libermann, Paulette}, Liouville forms, parallelisms and Cartan connections, 423-436 [Zbl 1080.53022] \textit{Ciarlet, Philippe G.}, A two-dimensional nonlinear shell model of Koiter's type, 437-449 [Zbl 1111.74755] \textit{Khrennikov, Andrei}, A model of the process of thinking based on the dynamics of bundles of branches and sets of bundles of \(p\)-adic trees, 451-467 [Zbl 1042.92002] \textit{Binz, Ernst; Schempp, Walter}, Entanglement, parataxy, and cosmology, 483-542 [Zbl 1111.81015] \textit{Lions, J. L.}, On the control of Navier-Stokes equations, 543-558 [Zbl 1041.35054]
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    Karlskrona (Sweden)
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