A Particle Field Theorist's Lectures on Supersymmetric, Non-Abelian Fluid Mechanics and d-Branes

By R. Jackiw. 2000

151 citations recorded by the source corpus.

This monograph is derived from a series of six lectures I gave at the Centre de Recherches Mathematiques in Montreal, in March and June 2000, while titulary of the Aisenstadt Chair.

Subfields: Numerical Analysis, Statistical and Nonlinear Physics

View Paper: https://www.semanticscholar.org/paper/93186d4df89ec9f01a82ecfefb16abff5750da33

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In Numerical Analysis

1. A. Kamenshchik
2. P. Horváthy
3. V. Gorini
4. U. Moschella

In Statistical and Nonlinear Physics

1. C. Duval
2. P. Horváthy
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5. V. Gorini
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7. J. Hartong
8. M. Henneaux

Citations in the corpus

• The Non-commutative Landau Problem (2002, unknown): “A singular Poisson structure with related variational problems has been exhibited in hydrodynamics [ 22 ], and in the study of quantum Hall fluids [23].”
• CAN THE CHAPLYGIN GAS BE A PLAUSIBLE MODEL FOR DARK ENERGY (2002, background): “[ 13 ]). The interesting feature of this model is that it naturally provides a universe that undergoes a transition from a decelerating phase, driven by dust-like matter, to a cosmic acceleration at later stages of its evolution (see [10] for details).”
• Letter: Density Perturbations in a Universe Dominated by the Chaplygin Gas (2001, background): “A very comprehensive review of all the features of Chaplygin gas is [ 13 ].”
• Carroll versus Newton and Galilei: two dual non-Einsteinian concepts of time (2014, background): “Bazeia and Jackiw [31] pointed out that the non-relativitic system in d space dimensions called Chaplygin gas carries a strange, field-dependent (d, 1)-dimensional “dynamical” Poincaré symmetry.”
• The Chaplygin gas as a model for dark energy (2004, unknown): “ar X iv :g rqc /0 40 30 62”