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Algebra, Geometry, and Mathematical Physics 2010 [PDF]
Journal of Physics: Conference Series, 2012 This proceedings volume presents results obtained by the participants of the 6th Baltic?Nordic workshop 'Algebra, Geometry, and Mathematical Physics (AGMP-6)' held at the Sven Lov?n Centre for Marine Sciences in Tj?rn?, Sweden on October 25?30, 2010. The Baltic?Nordic Network AGMP 'Algebra, Geometry, and Mathematical Physics' http://www.agmp.eu was ...
A Stolin +3 more
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Perceptual Learning in Mathematics: The Algebra-Geometry Connection [PDF]
, 2020 Important component of expertise is the rapid pickup complex. task-relevant pattern structure, yet such skills seldom trained explicitly. We report initial results ying principles of perceptual learning to the essing of structure in mathematics, specifically the ection between graphed functions and their symbolic essions.
Silva, Ana Beatriz V. e +1 more
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Algebra, Geometry, and Mathematical Physics [PDF]
Journal of Generalized Lie Theory and Applications, 2008 The intention of the AGMF worskhops is to further understanding of the fundamental role of non-commutative and non-associative structures in Mathematics, Theoretical and Mathematical Physics. The Goteborg meeting was dedicated to memory of Professor Isaiah Kantor (1936- 2006).
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Marriages of Mathematics and Physics: A Challenge for Biology [PDF]
, 2017 The human attempts to access, measure and organize physical phenomena have led to a manifold construction of mathematical and physical spaces. We will survey the evolution of geometries from Euclid to the Algebraic Geometry of the 20th century.
Islami, Arezoo, Longo, Giuseppe
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Galois groups of Schubert problems via homotopy computation
, 2007 Numerical homotopy continuation of solutions to polynomial equations is the foundation for numerical algebraic geometry, whose development has been driven by applications of mathematics.
Leykin, Anton, Sottile, Frank
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A view on extending morphisms from ample divisors
, 2009 The philosophy that ``a projective manifold is more special than any of its smooth hyperplane sections" was one of the classical principles of projective geometry.
Beltrametti, Mauro C., Ionescu, Paltin
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Topics in Algebraic Deformation Theory
, 2010 We give a selective survey of topics in algebraic deformation theory ranging from its inception to current times. Throughout, the numerous contributions of Murray Gerstenhaber are emphasized, especially the common themes of cohomology, infinitesimal ...
Giaquinto, Anthony
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Some remarks on multiplicity codes
, 2014 Multiplicity codes are algebraic error-correcting codes generalizing classical polynomial evaluation codes, and are based on evaluating polynomials and their derivatives.
Kopparty, Swastik
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Essential Killing fields of parabolic geometries
, 2013 We study vector fields generating a local flow by automorphisms of a parabolic geometry with higher order fixed points. We develop general tools extending the techniques of [1], [2], and [3].
Melnick, Karin, Čap, Andreas
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Geometry of the Wiman Pencil, I: Algebro-Geometric Aspects
, 2018 In 1981 W.L. Edge discovered and studied a pencil $\mathcal{C}$ of highly symmetric genus $6$ projective curves with remarkable properties. Edge's work was based on an 1895 paper of A. Wiman.
Dolgachev, Igor +2 more
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