Results 11 to 20 of about 201,103 (244)
The Implementation of Vedic Mathematics to Algebra and Geometry
M. N. Dhanave, M. A. Kangale
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Algebra, Geometry, and Mathematical Physics 2010 [PDF]
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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Marriages of Mathematics and Physics: A Challenge for Biology [PDF]
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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Multiplicities of Noetherian deformations [PDF]
The \emph{Noetherian class} is a wide class of functions defined in terms of polynomial partial differential equations. It includes functions appearing naturally in various branches of mathematics (exponential, elliptic, modular, etc.).
Binyamini, Gal, Novikov, Dmitry
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Some remarks on multiplicity codes
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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Topics in Algebraic Deformation Theory
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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Essential Killing fields of parabolic geometries
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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Galois groups of Schubert problems via homotopy computation
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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Mechanistic Modeling of Continuous Lyophilization for Biopharmaceutical Manufacturing
This article presents the first mechanistic model for continuous lyophilization (aka freeze drying). The model accurately describes the key phenomena and critical process parameters in continuous lyophilization, which can be used for process design, optimization, and control. Results from this work can drive the transition of (bio)pharmaceutical freeze
Prakitr Srisuma +2 more
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