Results 11 to 20 of about 156,641 (244)
VARIETIES OF SIGNATURE TENSORS
Forum of Mathematics, Sigma, 2019 The signature of a parametric curve is a sequence of tensors whose entries are iterated integrals. This construction is central to the theory of rough paths in stochastic analysis. It is examined here through the lens of algebraic geometry.
CARLOS AMÉNDOLA +2 more
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Domain Decomposition With Non-Conforming Polyhedral Grids
IEEE Access, 2021 A novel mortar approach for the domain decomposition of field problems discretized in terms of nodal variables by the cell method is here proposed.
Federico Moro, Lorenzo Codecasa
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Generating the bounded derived category and perfect ghosts [PDF]
, 2011 We show, for a wide class of abelian categories relevant in representation theory and algebraic geometry, that the bounded derived categories have no non-trivial strongly finitely generated thick subcategories containing all perfect complexes.
Oppermann, Steffen, Stovicek, Jan
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Feng-Rao decoding of primary codes [PDF]
, 2012 We show that the Feng-Rao bound for dual codes and a similar bound by Andersen and Geil [H.E. Andersen and O. Geil, Evaluation codes from order domain theory, Finite Fields Appl., 14 (2008), pp.
Geil, Olav +2 more
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Modelling, simulation and geometric optimization of cross flow recuperative heat exchanger based on controllability condition number [PDF]
Tehnika, 2017 This paper presents the algebraic mathematical model of cross - flow heat exchanger derived on the basis of transport approach. Theirs operation in the face of variable loads is usually controlled by manipulating inlet fluid temperatures or mass flow ...
Stević Dalibor +2 more
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Characteristic Number: Theory and Its Application to Shape Analysis
Axioms, 2014 Geometric invariants are important for shape recognition and matching. Existing invariants in projective geometry are typically defined on the limited number (e.g., five for the classical cross-ratio) of collinear planar points and also lack the ability ...
Xin Fan +5 more
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SQCD: A Geometric Apercu [PDF]
, 2008 We take new algebraic and geometric perspectives on the old subject of SQCD. We count chiral gauge invariant operators using generating functions, or Hilbert series, derived from the plethystic programme and the Molien-Weyl formula.
A. Butti +34 more
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Birkhoff's Theorem from a geometric perspective: A simple example [PDF]
Categories and General Algebraic Structures with Applications, 2016 From Hilbert's theorem of zeroes, and from Noether's ideal theory, Birkhoff derived certain algebraic concepts (as explained by Tholen) that have a dual significance in general toposes, similar to their role in the original examples of algebraic ...
F. William Lawvere
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Analytical Approach for Orbital Evasion with Space Geometry Considered
International Journal of Aerospace Engineering, 2017 This paper researches an optimal problem of orbital evasion with considering space geometry by using an analytical approach. Firstly, an angles-only relative navigation model is built and the definition of completely nonobservable maneuver is proposed ...
Dateng Yu +3 more
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Chern character, loop spaces and derived algebraic geometry. [PDF]
, 2009 International audienceIn this note we present a work in progress whose main purpose is to establish a categorified version of sheaf theory. We present a notion of derived categorical sheaves, which is a categorified version of the notion of complexes of ...
A Neeman +8 more
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