Search Results - Koch, Herbert
Herbert Koch

Together with Daniel Tataru, he is known for his work on the well-posedness of the Navier–Stokes equations, one of their results being known as ''Koch–Tataru solution''.
He is co-editor of Mathematische Annalen and Analysis & PDE. Provided by Wikipedia
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1Dispersive equations and nonlinear waves: generalized Korteweg–de Vries, nonlinear Schrödinger, wave and Schrödinger mapsPublished 2014Call Number: Loading…Read online
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2Anthracen als Ankergruppe pinzettenförmiger Kohlenwasserstoffe und neuartiger Amid-IonophorePublished 1992Call Number: Loading…
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3Global existence of classical solutions to the dynamical von Kármán equationsPublished 1991Call Number: Loading…
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4Neue FernsehempfangstechnikenPublished 1985Call Number: Loading…
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5Syntheseversuche zur Herstellung von 2,2'-BiadamantylderivatenPublished 1974Call Number: Loading…
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6Römische KunstPublished 1949Call Number: Loading…
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7Dispersive equations and nonlinear waves: generalized Korteweg-de Vries, nonlinear Schrödinger, wave and Schrödinger mapsPublished 2014Call Number: Loading…
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8Slow decay in linear thermo-elasticityPublished 1997Call Number: Loading…
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9Finite dimensional aspects of semilinear parabolic equationsPublished 1993Call Number: Loading…
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10Hyperbolic equations of second orderPublished 1990Call Number: Loading…
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11Naturverjüngung im AlpenvorlandPublished 1969Call Number: Loading…
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12Von ionischer BaukunstPublished 1956Call Number: Loading…
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13Studien zum Theseustempel in AthenPublished 1955Call Number: Loading…
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14Römische KunstPublished 1925Call Number: Loading…
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15Dachterrakotten aus Campanien mit Ausschluss von PompeiPublished 1912Call Number: Loading…
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16Well-posedness for the Navier-Stokes equationsPublished 1999Call Number: Loading…
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17Differentiability of parabolic semi-flows in Lp spaces and inertial manifoldsPublished 1999Call Number: Loading…
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18Self-sustained oscillations of nonlinearly viscoelastic layersPublished 1998Call Number: Loading…
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19Decay of mass for a semilinear parabolic equationPublished 1997Call Number: Loading…
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20Classical solutions to phase transition problems are smoothPublished 1996Call Number: Loading…
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