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71
QUANTUM CURVES FOR SIMPLE HURWITZ NUMBERS OF AN ARBITRARY BASE CURVE
"... Abstract. The generating functions of simple Hurwitz numbers of the projective line are known to satisfy many properties. They include a heat equation, the EynardOrantin topological recursion, an infiniteorder differential equation called a quantum curve equation, and a Schrödinger like partial ..."
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Abstract. The generating functions of simple Hurwitz numbers of the projective line are known to satisfy many properties. They include a heat equation, the EynardOrantin topological recursion, an infiniteorder differential equation called a quantum curve equation, and a Schrödinger like partial
An ergodic Szemer'edi theorem for commuting transformations
 J. Analyse Math
, 1979
"... The classical Poincar6 recurrence theorem asserts that under the action of a measure preserving transformation T of a finite measure space (X, ~, p.), every set A of positive measure recurs in the sense that for some n> 0,/z (T'A n A)> 0. In [1] this was extended to multiple recurrence: ..."
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Cited by 113 (2 self)
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The classical Poincar6 recurrence theorem asserts that under the action of a measure preserving transformation T of a finite measure space (X, ~, p.), every set A of positive measure recurs in the sense that for some n> 0,/z (T'A n A)> 0. In [1] this was extended to multiple recurrence
A Propagator for Maximum Weight String Alignment with Arbitrary Pairwise Dependencies
"... Abstract. The optimization of weighted string alignments is a well studied problem recurring in a number of application domains and can be solved efficiently. The problem becomes MAXSNPhard as soon as arbitrary pairwise dependencies among the alignment edges are introduced. We present a global pro ..."
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Abstract. The optimization of weighted string alignments is a well studied problem recurring in a number of application domains and can be solved efficiently. The problem becomes MAXSNPhard as soon as arbitrary pairwise dependencies among the alignment edges are introduced. We present a global
Proceedings of PVP2005 2005 ASME Pressure Vessel and Piping Division Conference PVP200571054 THERMOELASTIC STRESSES IN THICKWALLED VESSELS UNDER AN ARBITRARY THERMAL TRANSIENT VIA THE INVERSE ROUTE PVP200571054
"... ABSTRACT A common threat to thickwalled vessels and pipes is thermal shock from operational steadystate or transient thermoelastic stresses. As such, boundary conditions must be known or determined in order to reveal the underlying thermal state. For direct problems where all boundary conditions ..."
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is restricted to the time interval used to determine the polynomial and the thermophysical properties that do not vary with temperature. KEYWORDS: Inverse, Transient, ThermalStress, Cylinder NOMENCLATURE Bi Biot number, bh/k C (r,β, a,b) Recurring function C 0 (r,β) Recurring function C 1 (b,β) Recurring
A Logical Calculus for Polynomialtime Realizability
 Journal of Methods of Logic in Computer Science
, 1991
"... A logical calculus, not unlike Gentzen's sequent calculus for intuitionist logic, is described which is sound for polynomialtime realizability as defined by Crossley and Remmel. The sequent calculus admits cut elimination, thus giving a decision procedure for the propositional fragment. 0 Intr ..."
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Cited by 3 (0 self)
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.) And third, the realizers code polynomialtime ("ptime") functions, rather than arbitrary recurs...
A Singularly Valuable Decomposition: The SVD of a Matrix
 The College Mathematics Journal
, 1996
"... Every teacher of linear algebra should be familiar with the matrix singular value deco~??positiolz (or SVD). It has interesting and attractive algebraic properties, and conveys important geometrical and theoretical insights about linear transformations. The close connection between the SVD and the ..."
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Cited by 41 (0 self)
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, xivl, stating that "perhaps the most recurring theme in the book is the practical and theoretical value" of the SVD. Although it is probably not feasible to include the SVD in the first linear algebra course, it definitely deselves a place in more advanced undergraduate courses, particularly
Finding Consistent Global Checkpoints in a Distributed Computation
 IEEE Transactions on Parallel and Distributed Systems
, 1997
"... Finding consistent global checkpoints of a distributed computation is important for analyzing, testing, or verifying properties of these computations. In this paper we present a theoretical foundation for finding consistent global checkpoints. Given an arbitrary set S of local checkpoints, we prov ..."
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Cited by 20 (2 self)
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Finding consistent global checkpoints of a distributed computation is important for analyzing, testing, or verifying properties of these computations. In this paper we present a theoretical foundation for finding consistent global checkpoints. Given an arbitrary set S of local checkpoints, we
Report of Design Patterns
"... Design pattern is a term of the abstraction from a concrete form that keeps recurring in specific nonarbitrary contexts. Design Patterns are devices that allow programs to share knowledge about their designs. It seems that the benefits of design pattern are so obvious. However, design pattern is so ..."
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Design pattern is a term of the abstraction from a concrete form that keeps recurring in specific nonarbitrary contexts. Design Patterns are devices that allow programs to share knowledge about their designs. It seems that the benefits of design pattern are so obvious. However, design pattern
Abstract Poisson Developable Surfaces ⋆
, 2005
"... Recurring to some excellent geometric and algebraic properties of Poisson curves, we present an algorithm that generates a developable Poisson surface through a Poisson curve of arbitrary degree. The technique is based on necessary and sufficient conditions for a developable surface, degree elevatio ..."
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Recurring to some excellent geometric and algebraic properties of Poisson curves, we present an algorithm that generates a developable Poisson surface through a Poisson curve of arbitrary degree. The technique is based on necessary and sufficient conditions for a developable surface, degree
Automatic discovery of groups of objects for scene understanding
 In CVPR
, 2012
"... Objects in scenes interact with each other in complex ways. A key observation is that these interactions manifest themselves as predictable visual patterns in the image. Discovering and detecting these structured patterns is an important step towards deeper scene understanding. It goes beyond usin ..."
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Cited by 21 (3 self)
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that automatically discovers groups of arbitrary numbers of participating objects from a collection of images labeled with object categories. Our approach builds a 4dimensional transform space of location, scale and viewpoint, and efficiently identifies all recurring compositions of objects across images. We
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