Search results for "algebra"

showing 10 items of 4129 documents

Volume growth and parabolicity

2001

AlgebraVolume growthApplied MathematicsGeneral Mathematics010102 general mathematics0103 physical sciencesCalculus010307 mathematical physics0101 mathematics01 natural sciencesMathematics
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CY-Operators and L-Functions

2019

This a write up of a talk given at the MATRIX conference at Creswick in 2017 (to be precise, on Friday, January 20, 2017). It reports on work in progress with P. Candelas and X. de la Ossa. The aim of that work is to determine, under certain conditions, the local Euler factors of the L-functions of the fibres of a family of varieties without recourse to the equations of the varieties in question, but solely from the associated Picard–Fuchs equation.

AlgebraWork (thermodynamics)symbols.namesakeMatrix (mathematics)Euler's formulasymbolsWork in processMathematics
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Proper triangular Ga-actions on A^4 are translations

2013

We describe the structure of geometric quotients for proper locally triangulable additve group actions on locally trivial A^3-bundles over a noetherian normal base scheme X defined over a field of characteristic 0. In the case where dim X=1, we show in particular that every such action is a translation with geometric quotient isomorphic to the total space of a vector bundle of rank 2 over X. As a consequence, every proper triangulable Ga-action on the affine four space A^4 over a field of characteristic 0 is a translation with geometric quotient isomorphic to A^3.

Algebraaffine spacesMathematics - Algebraic GeometryAlgebra and Number Theorygeometric quotientFOS: Mathematics14L30; 14R20; 14R25[MATH.MATH-AG]Mathematics [math]/Algebraic Geometry [math.AG]Algebraic Geometry (math.AG)proper additive group actionsMathematics[ MATH.MATH-AG ] Mathematics [math]/Algebraic Geometry [math.AG]
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Larisa Maksimova on Implication, Interpolation, and Definability

2018

This edited volume focuses on the work of Professor Larisa Maksimova, providing a comprehensive account of her outstanding contributions to different branches of non-classical logic. The book covers themes ranging from rigorous implication, relevance and algebraic logic, to interpolation, definability and recognizability in superintuitionistic and modal logics. It features both her scientific autobiography and original contributions from experts in the field of non-classical logics. Professor Larisa Maksimova's influential work involved combining methods of algebraic and relational semantics. Readers will be able to trace both influences on her work, and the ways in which her work has influ…

AlgebrabiologyLarisabiology.organism_classificationMathematicsInterpolation
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Modular quintics inℙ4

2003

We will examine the arithmetic of some of the members of a pencil of symmetric quintics in projective 4-space. We will give evidence for the modularity of some of the exceptional members (even the non-rigid ones) and give a proof in one rigid case. (© 2003 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim)

Algebrabusiness.industryGeneral MathematicsModular formModular designProjective testbusinessPencil (mathematics)MathematicsMathematische Nachrichten
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Symmetries in Spaces, Symmetries in Listening

2018

Based on the importance of the concept of symmetry in French sociological aesthetics circa 1900, this chapter analyzes the convergence of theaters, musical form, and musical understanding. The analysis focuses on architectural shape, audience response, and the musical repertoire in the new theaters built in Barcelona (1847), Paris (1862), and Rome (1880). While these theaters were fashioned after the baroque form of the “teatro all’italiana” that prevailed in Italy, France, and Spain during the late nineteenth century, they provided huge spaces accommodating a socially mixed audience within an architecturally symmetrical form. Music critics often aligned acoustic sound waves with actual vis…

Algebramedia_common.quotation_subjectHomogeneous spaceActive listeningArtArchitectureOpera housemedia_common
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A note on conjugation involutions on homotopy complex projective spaces

1986

Algebran-connectedPure mathematicsHomotopy categoryGeneral MathematicsComplex projective spaceWhitehead theoremProjective spaceCofibrationQuaternionic projective spaceRegular homotopyMathematicsJapanese journal of mathematics. New series
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On Conditioning Operators

1999

The construction of conditional events (so-called measure-free conditioning) has a long history and is one of the fundamental problems in non-deterministic system theory (cf. [6]). In particular, the iteration of measure-free conditioning is still an open problem. The present paper tries to make a contribution to this question. In particular, we give an axiomatic introduction of conditioning operators which act as binary operations on the universe of events. The corresponding axiom system of this type of operators focus special attention on the intuitive understanding that the event ‘α given β’ is somewhere in “between” ‘α and β’ and ‘β implies α’. A detailed motivation of these axioms can …

Algebrasymbols.namesakeComputer scienceBinary operationOpen problemBoolean algebra (structure)Event (relativity)symbolsPropositionType (model theory)AxiomFocus (linguistics)
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Gibbs measures in a markovian context and dimension

2001

Algebrasymbols.namesakeDimension (vector space)General MathematicssymbolsMarkov processContext (language use)MathematicsColloquium Mathematicum
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LORENTZ SPACES OF VECTOR-VALUED MEASURES

2003

Algebrasymbols.namesakeGeneral MathematicsLorentz transformationMathematical analysissymbolsMathematicsJournal of the London Mathematical Society
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