Results 21 to 30 of about 180 (88)
Immanants and their applications in quantum optics [PDF]
, 2020 The regular representation of Sn appears quite naturally in the combinatorial problem of the redistribution of quantum particles though an n-channel interferometer.
Spivak, Dylan
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A machine for producing inequalities involving immanants and other generalized matrix functions [PDF]
, 1997 There are many known inequalities involving the restriction of immanants and other generalized matrix functions to the set of positive semidefinite Hermitian matrices. We present a general scheme for obtaining such inequalities.
Pate, Thomas H.
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Hook-Shape Immanant Characters from Stanley-Stembridge Characters [PDF]
, 2023 We consider the Schur-positivity of monomial immanants of Jacobi-Trudi matrices, in particular whether a non-negative coefficient of the trivial Schur function implies non-negative coefficients for other Schur functions in said immanants.
Lesnevich, Nathan R. T.
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Oral Tradition, 1995 I argue that the ballad protagonists "emerge as larger-than-life figures, prototypical in their stubborn postures of defiance and allegiance" (1992: 409). The corrido, as an instance of commemorative utterance, taps into "the wellsprings of consensus within the community . . .
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On the dual canonical and Kazhdan–Lusztig bases and 3412-, 4231-avoiding permutations [PDF]
, 2008 Using Du’s characterization of the dual canonical basis of the coordinate ring O(GL(n,C)), we express all elements of this basis in terms of immanants. We then give a new factorization of permutations w avoiding the patterns 3412 and 4231, which in turn ...
Skandera, Mark
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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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Generating Functions for Hecke Algebra Characters
, 2011 Certain polynomials in n2 variables that serve as generating functions for symmetric group characters are sometimes called (Sn) character immanants. We point out a close connection between the identities of Littlewood–Merris–Watkins and Goulden–Jackson ...
Matjaž Konvalinka, Mark Skandera
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Permutational symmetries for coincidence rates in multi-mode multi-photonic interferometry
, 2017 We obtain coincidence rates for passive optical interferometry by exploiting the permutational symmetries of partially distinguishable input photons, and our approach elucidates qualitative features of multi-photon coincidence landscapes.
Abdullah Khalid (6758216) +3 more
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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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Schur functions and immanantal identities
Littlewood developed the theory of symmetric functions and immanants. It is known that some identities for immanants correspond to the ordinary products of Schur functions via the Littlewood-Richardson rule. We discuss the relations between immanants and
Tabata, Ryo
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