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Local existence and regularity for a class of degenerate parabolic equations
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Outgoing claims: the papers this work cites, builds on, or argues with.
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Eventual C?-regularity and concavity for flows in one-dimensional porous media
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C ?-Regularity for the porous medium equation
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Regularity of the Free Boundary for the One-Dimensional Flow of Gas in a Porous Medium
What points at this work
Incoming claims: where this work appears in other papers’ reference lists and arguments.
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On the Regularity for the Navier-Slip Thin-Film Equation in the Perfect Wetting Regime
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The Navier-slip thin-film equation for 3D fluid films: Existence and uniqueness
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Rotationally symmetric p -harmonic flows from D2 to S2 : Local well-posedness and finite time blow-up
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On the stability of a class of self-similar solutions to the filtration-absorption equation
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Regularity of source-type solutions to the thin-film equation with zero contact angle and mobility exponent between 3/2 and 3
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A Free Boundary Problem of Fourth Order: Classical Solutions in Weighted Hölder Spaces
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Long-time asymptotic expansions for nonlinear diffusions in Euclidean space
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Higher-order time asymptotics of fast diffusion in Euclidean space: A dynamical systems approach
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Analyticity of the Interface of the Porous Media Equation After the Waiting Time
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The Porous Medium Equation
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Copyright Page
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INTRODUCTION
inferred← citeshttps://doi.org/10.1093/acprof:oso/9780198569039.003.0002openalex-snapshot
MAIN APPLICATIONS
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PRELIMINARIES AND BASIC ESTIMATES
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BASIC EXAMPLES
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THE DIRICHLET PROBLEM I. WEAK SOLUTIONS
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THE DIRICHLET PROBLEM II. LIMIT SOLUTIONS, VERY WEAK SOLUTIONS AND SOME OTHER VARIANTS
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CONTINUITY OF LOCAL SOLUTIONS
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THE DIRICHLET PROBLEM III. STRONG SOLUTIONS
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THE CAUCHY PROBLEM. L1-THEORY
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THE PME AS AN ABSTRACT EVOLUTION EQUATION. SEMIGROUP APPROACH
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THE NEUMANN PROBLEM AND PROBLEMS ON MANIFOLDS
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THE CAUCHY PROBLEM WITH GROWING INITIAL DATA
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OPTIMAL EXISTENCE THEORY FOR NON-NEGATIVE SOLUTIONS
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PROPAGATION PROPERTIES
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ONE-DIMENSIONAL THEORY. REGULARITY AND INTERFACES
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FULL ANALYSIS OF SELF-SIMILARITY
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TECHNIQUES OF SYMMETRIZATION AND CONCENTRATION
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ASYMPTOTIC BEHAVIOUR I. THE CAUCHY PROBLEM
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REGULARITY AND FINER ASYMPTOTICS IN SEVERAL DIMENSIONS
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ASYMPTOTIC BEHAVIOUR II. DIRICHLET AND NEUMANN PROBLEMS
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FURTHER APPLICATIONS
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BASIC FACTS
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Best Possible Upper Bound for Blowup Solutions of the Quasilinear Heat Conduction Equation with Source
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Rotationally Symmetric 1-Harmonic Flows From $D^2$ to $S^2$: Local Well-Posedness and Finite Time Blowup
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Radially Symmetric Solutions of a Tempered Diffusion Equation. A Porous Media, Flux-Limited Case
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What is the Best Causal Scale Space for Three-Dimensional Images?
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Darcy's Law and the Theory of Shrinking Solutions of Fast Diffusion Equations
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Classical and Quantum Markov Processes Associated with q -Bessel Operators
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ANALYTIC SEMIGROUPS ON Lp w(0; 1) AND ON Lp(0; 1) GENERATED BY SOME CLASSES OF SECOND ORDER DIFFERENTIAL OPERATORS
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ANALYTIC SEMIGROUPS ON Lp w(0; 1) AND ON Lp(0; 1) GENERATED BY SOME CLASSES OF SECOND ORDER DIFFERENTIAL OPERATORS
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A Chorin-Type Formula for Solutions to a Closure Model for the von K´arm´anHowarth Equation 1
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Analytic semigroups and some degenerate evolution equations defined on domains with corners
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Analyticity for some degenerate one-dimensional evolution equations
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Flux-saturated porous media equations and applications
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Behaviour of interfaces in a diffusion-absorption equation with critical exponents
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Nonlinear diffusion and image contour enhancement
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The Pressure Equation in the Fast Diffusion Range
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One-dimensional degenerate diffusion operators
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Analyticity for some degenerate evolution equations defined on domains with corners
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Rotationally symmetric p-harmonic flows from D^2 to S^2: local well-posedness and blow-up
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