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L^p Theory for the . . .
– Andrea L. Bertozzi, Thomas Laurent, Jesus Rosado
- 2009
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9
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Global-in-time weak measure solutions and finite-time aggregation for nonlocal interaction equations
– J. A. Carrillo, M. Difrancesco, A. Figalli, T. Laurent, D. Slep Čev
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5
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The behavior of solutions of multidimensional aggregation equations with mildly singular interaction kernels
– Andrea L. Bertozzi, Thomas Laurent
- 2009
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2
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Characterization of radially symmetric finite time blowup in multidimensional aggregation equations
– Andrea L. Bertozzi, John B. Garnett, Thomas Laurent
- 2011
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16
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Blowup in multidimensional aggregation equations with mildly singular interaction kernels
– Andrea L. Bertozzi, José A. Carrillo, Thomas Laurent
- 2009
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8
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SELF-SIMILAR BLOWUP SOLUTIONS TO AN AGGREGATION EQUATION
– In R N, Yanghong Huang, Andrea, L. Bertozzi
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5
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EXISTENCE AND UNIQUENESS OF SOLUTIONS TO AN AGGREGATION EQUATION WITH DEGENERATE DIFFUSION
– Andrea L. Bertozzi, Dejan, Slep Čev
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A STRONGLY DEGENERATE PARABOLIC AGGREGATION EQUATION
– F. Betancourt , R. Bürger, K. H. Karlsen
- 2010
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1
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Stability and clustering of self-similar solutions of aggregation equations
– Hui Sun, David Uminsky, Andrea Bertozzi
- 2012
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11
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Finite-time blow-up of L ∞ -weak solutions of an aggregation equation
– Andrea L. Bertozzi, Jeremy Brandman
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14
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Large time behavior of nonlocal aggregation models with nonlinear diffusion
– Martin Burger, Marco Di Francesco
- 2006
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OPERATOR SPLITTING FOR WELL-POSED ACTIVE SCALAR EQUATIONS
– Helge Holden, Kenneth H. Karlsen, Trygve, K. Karper
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3
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Particle, Kinetic, and Hydrodynamic Models of Swarming
– J. A. Carrillo, M. Fornasier, G. Toscani, F. Vecil
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4
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Asymptotic dynamics of attractive-repulsive swarms, Submitted to
– Andrew J. Leverentz, Chad M. Topaz, Andrew, J. Bernoff
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8
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The Keller-Segel model for chemotaxis with prevention of overcrowding: linear vs. nonlinear diffusion
– Martin Burger, Marco Di Francesco, Yasmin Dolak-struss
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5
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Asymptotic Flocking Dynamics for the kinetic Cucker-Smale model
– J. A. Carrillo, M. Fornasier, J. Rosado, G. Toscani
- 2009
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4
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DOUBLE MILLING IN SELF-PROPELLED SWARMS FROM KINETIC THEORY
– J. A. Carrillo, M. R. D’orsogna, V. Panferov
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Preprint RING PATTERNS AND THEIR BIFURCATIONS IN A NONLOCAL MODEL OF BIOLOGICAL SWARMS
– Andrea L. Bertozzi, James Von Brecht, Hui Sun, Theodore Kolokolnikov, David Uminsky
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3
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Local and Global Well-Posedness for Aggregation Equations and Patlak-Keller-Segel Models with Degenerate Diffusion
– Jacob Bedrossian, Nancy Rodríguez, Andrea Bertozzi
- 2010
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