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Structured Semidefinite Programs and Semialgebraic Geometry Methods in Robustness and Optimization
, 2000
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Nonlinear stability of fluid and plasma equiliberia, Phys
 Rep
, 1985
"... 2. The stability algorithm 7 6.2. Compressible case 57 3. Background examples 11 7. Multifluid plasmas 64 3.1. The free rigid body 11 ..."
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Cited by 159 (33 self)
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2. The stability algorithm 7 6.2. Compressible case 57 3. Background examples 11 7. Multifluid plasmas 64 3.1. The free rigid body 11
Sets of matrices all infinite products of which converge. Linear Algebra and its Applications
, 1992
"... An infinite product IIT = lMi of matrices converges (on the right) if limi _ _ M,... Mi exists. A set Z = (Ai: i> l} of n X n matrices is called an RCP set (rightconvergent product set) if all infinite products with each element drawn from Z converge. Such sets of matrices arise in constructing ..."
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Cited by 113 (0 self)
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An infinite product IIT = lMi of matrices converges (on the right) if limi _ _ M,... Mi exists. A set Z = (Ai: i> l} of n X n matrices is called an RCP set (rightconvergent product set) if all infinite products with each element drawn from Z converge. Such sets of matrices arise in constructing
Integral closure of ideals, rings, and modules
 LONDON MATHEMATICAL SOCIETY LECTURE NOTE SERIES 336
, 2006
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Event structure semantics for CCS and related languages
 Computer Science Department, Aarhus University
, 1982
"... rIJ ..."
Modularity of certain potentially BarsottiTate Galois representations
 J. Amer. Math. Soc
, 1999
"... Conjectures of Langlands, Fontaine and Mazur [22] predict that certain Galois representations ρ: Gal(Q/Q) → GL2(Qℓ) (where ℓ denotes a fixed prime) should arise from modular forms. This applies in particular to representations defined by the action of Gal(Q/Q) on the ℓadic Tate ..."
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Cited by 81 (7 self)
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Conjectures of Langlands, Fontaine and Mazur [22] predict that certain Galois representations ρ: Gal(Q/Q) → GL2(Qℓ) (where ℓ denotes a fixed prime) should arise from modular forms. This applies in particular to representations defined by the action of Gal(Q/Q) on the ℓadic Tate
SINGULARITIES, EXPANDERS AND TOPOLOGY OF MAPS. PART 2: FROM COMBINATORICS TO TOPOLOGY VIA ALGEBRAIC ISOPERIMETRY
 GEOMETRIC AND FUNCTIONAL ANALYSIS
, 2010
"... We find lower bounds on the topology of the fibers F −1 (y) ⊂ X of continuous maps F: X → Y in terms of combinatorial invariants of certain polyhedra and/or of the cohomology algebras H ∗ (X). Our exposition is conceptually related to but essentially independent of Part 1 of the paper. ..."
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Cited by 37 (3 self)
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We find lower bounds on the topology of the fibers F −1 (y) ⊂ X of continuous maps F: X → Y in terms of combinatorial invariants of certain polyhedra and/or of the cohomology algebras H ∗ (X). Our exposition is conceptually related to but essentially independent of Part 1 of the paper.
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