Results 31 to 40 of about 154 (92)
ON GOULDEN-JACKSON’S DETERMINANTAL FORMULA FOR THE IMMANANT
, 2008 . In 1992, Goulden and Jackson found a beautiful determinantal expression for the immanant of a matrix. This paper proves the same result combinatorially.
Matja ˇ Z Konvalinka
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Immanent philosophy of X [PDF]
Studies in History and Philosophy of Science Part A, 2016 In this paper I examine the relationship between historians, philosophers and sociologists of science, and indeed scientists themselves. I argue that (i) they co-habit a shared intellectual territory (science and its past); and (ii) they should be able to do so peacefully, and with mutual respect, even if they disagree radically about how to describe ...
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Higher order derivatives and norms of certain matrix functions
, 2014 Tese de doutoramento, Matemática (Álgebra Lógica e Fundamentos), Universidade de Lisboa, Faculdade de Ciências, 2014In this thesis we obtain formulas for higher order directional derivatives for the immanant map, which is a generalization of the ...
Carvalho, Sónia Raquel Ferreira, 1978-
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Immanant inequalities for Laplacians of trees
, 1999 SIAM Journal on Matrix Analysis and Applications211129 ...
Lam, T.K., Chan, O.
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“Immanence”: A Philosophical Buzzword? Between the Critique of Immanence and the Immanent Critique
, 2019 The “viral” diffusion of the concept of immanence in the philosophical and cultural panorama risks to make it become a buzzword with “contagious” effects, capable of generating a conceptual pathology or dysfunctionality. Undoubtedly, “immanence” is a valid concept, especially on the logic-metaphysical level; however, from a political or social point of
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Ubiquity of synonymity: almost all large binary trees are not uniquely identified by their spectra or their immanantal polynomials. [PDF]
Algorithms Mol Biol, 2012 Matsen FA, Evans SN.
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Hook immanantal and Hadamard inequalities for q-Laplacians of trees
, 2017 Let T be a tree on n vertices with Laplacian matrix L and q-Laplacian L-q. Let X-k be the character of the irreducible representation of S-n indexed by the hook partition k,1(n-k) and let (d) over bar (k)(L) be the normalized hook immanant of L ...
NAGAR, MK, SIVASUBRAMANIAN, S
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Immanants, Tensor Network States and the Geometric Complexity Theory Program
, 2012 We study the geometry of immanants, which are polynomials on n^2 variables that are defined by irreducible representations of the symmetric group Sn. We compute stabilizers of immanants in most cases by computing Lie algebras of stabilizers of immanants.
Ye, Ke
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Elements of Lusztig's dual canonical bases are Schur-positive when evaluated on (generalized) Jacobi-Trudi matrices. This deep property was proved by Rhoades and Skandera, relying on a result of Haiman, and ultimately on the (proof of) Kazhdan-Lusztig ...
Pylyavskyy, Pavlo, Nguyen, Son
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