Results 31 to 40 of about 1,487,617 (328)
Generalized Drinfeld-Sokolov Reductions and KdV Type Hierarchies [PDF]
, 1992 Generalized Drinfeld-Sokolov (DS) hierarchies are constructed through local reductions of Hamiltonian flows generated by monodromy invariants on the dual of a loop algebra.
A.B. Zamolodchikov +39 more
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Gap-labelling conjecture with nonzero magnetic field [PDF]
, 2017 Given a constant magnetic field on Euclidean space ${\mathbb R}^p$ determined by a skew-symmetric $(p\times p)$ matrix $\Theta$, and a ${\mathbb Z}^p$-invariant probability measure $\mu$ on the disorder set $\Sigma$ which is by hypothesis a Cantor set ...
Benameur, Moulay Tahar, Mathai, Varghese
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Dynamics of competitive systems with a single common limiting factor
Mathematical Biosciences and Engineering, 2014 The concept of limiting factors (or regulating factors) succeeded in formulating the well-known principle of competitive exclusion.This paper shows that the concept of limiting factors is helpful not only to formulate the competitive exclusion principle,
Ryusuke Kon
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Metals, 2020 The paper reviews the preparation of the different metallic nanocomposites. In the preparation of composites, especially in the case of nanocomposites, interfacial phenomena play an important role.
Peter Baumli
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P-matrix completions under weak symmetry assumptions
Linear Algebra and its Applications, 2000 AbstractAn n-by-n matrix is called a Π-matrix if it is one of (weakly) sign-symmetric, positive, nonnegative P-matrix, (weakly) sign-symmetric, positive, nonnegative P0,1-matrix, or Fischer, or Koteljanskii matrix.In this paper, we are interested in Π-matrix completion problems, that is, when a partial Π-matrix has a Π-matrix completion. Here, we prove
Juan R. Torregrosa +3 more
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The Nonsymmetric Flavor Transition Matrix and the Apparent P Violation
Advances in High Energy Physics, 2022 The leptonic mixing parameters of high precision and the next-generation neutrino telescopes make it possible to test new physics in the flavor transition of the high-energy astrophysical neutrinos (HAN).
Shu-Jun Rong, Ding-Hui Xu
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Error bounds for the linear complementarity problem with a P-matrix
Linear Algebra and its Applications, 1990 AbstractWe introduce a fundamental quantity associated with a P-matrix and show how this quantity is useful in deriving error bounds for the linear complementarity problem of the P-type. We also obtain (upper and lower) bounds for the quantity introduced.
Jong-Shi Pang, Roy Mathias
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The P-matrix and a matching radius model for pion-hadron scattering [PDF]
Physics Letters B, 1986 Abstract A matching radius model of pion-hadron scattering is developed by assuming the continuity of the axial current. This model is applied to the simplified situation of a pion scattering off a static empty bag to study the relationship between P -matrix poles and the bag model primitives.
M.J. Iqbal, Byron K. Jennings
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On the Burer-Monteiro method for general semidefinite programs
, 2020 Consider a semidefinite program (SDP) involving an $n\times n$ positive semidefinite matrix $X$. The Burer-Monteiro method uses the substitution $X=Y Y^T$ to obtain a nonconvex optimization problem in terms of an $n\times p$ matrix $Y$.
Cifuentes, Diego
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Nörlund Matrix Domain on Sequence Spaces of p-adic Numbers [PDF]
Eurasian Journal of Science and Engineering, 2018 In this paper, we introduce some new sequence spaces p-adic numbers l∞(p) (Nt), c(p)(Nt) and c0(p)(Nt) as Nörlund matrix domain in the sequence spaces l∞(p) , c(p) and c0(p), respectively.
Orhan Tuğ
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