von Neumann
The von Neumann Theil index : characterizing graph centralization using the von Neumann index
... the von Neumann Theil index is able to capture the tendency of a graph’s macro-structure to change under small micro-structural changes ...the von Neumann Theil index rightly identifies the ...
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On the Diagonals of Projections in Matrix Algebras Over Von Neumann Algebras
... for von Neumann algebras and use it to prove some new results on the one- sided ideals of von Neumann ...finite von Neumann ...
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A multi agent growth model based on the von Neumann Leontief framework
... Analogous to input-output models, we start with an economy including n agents and n goods which are indexed by 1, 2, ××× , n , and good i is produced only by agent i. Each agent attempts to maximize its profit (i.e. ...
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The Spectral Scale of a Self Adjoint Operator in a Semifinite von Neumann Algebra
... The notion of a “joint spectrum” for an n-tuple of operators was created and developed through the 1970s and work continues today. For an account of the various approaches taken and the achievements made see 1, page 3. ...
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Simplified von Neumann stability analysis of wave equation numerical solution
... Research on numerical stability of difference equations has been quite intensive in the past century. The choice of difference schemes for the derivative terms in these equations contributes to a wide range of the ...
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Egoroff's theorem in measurable operator spaces associated with a Von Neumann algebra
... Let M be a von Neumann algebra in B(H ). Recall that a closed densely defined operator x in H is affiliated with M , denote it by xηM , if xu = ux for any unitary u ∈ M 0 . Obviously, if x ∈ M , then xηM . ...
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BEURLING THEOREMS AND APPROXIMATE EQUIVALENCE IN VON NEUMANN ALGEBRAS, Wenjing Liu
... a von Neumann algebra M, ...Murray von Neumann equivalence class of the projection R (T ...a von Neumann algebra on a separable Hilbert ...the von Neumann algebra ...
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A DEVELOPMENT OF VON NEUMANN MACHINES WITH ARTIFICAL NEURO GLIA NETWORK
... Artificial Neuro-Glia Networks (ANGNs) are upcoming approach in soft computing, wherein the effects of biological counterpart of artificial glia cells are used to support pattern-based growth mechanism in the artificial ...
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Research on Centralities Based on von Neumann Entropy for Nodes and Motifs
... of von Neumann entropy motif centrality, node betweenness, node closeness and node degree centralities are drawn on the ...of von Neumann entropy when deleting nodes or motifs in ER ...of ...
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On n flat modules and n Von Neumann regular rings
... In [10, Theorem 2.1], the author gives a characterization of n-von Neumann regular rings ((n, 0)-rings). In the sequel, we give a new characterization of n-von Neumann regular rings. Recall ...
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Generalized von Neumann-Jordan constant and its relationship to the fixed point property
... generalized von Neumann-Jordan ...generalized von Neumann-Jordan constant of the Lebesgue space L r ([0, 1]) is calculated and a relationship between C (p) NJ (X) and the ...
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Comment on "Functional inequalities associated with Jordan von Neumann type additive functional equations"
... We prove the Hyers-Ulam stability of a functional inequality associated with a Jordan-von Neumann type 3-variable Jensen additive functional equation... Park and Lee Journal of Inequalit[r] ...
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Relations between generalized von Neumann Jordan and James constants for quasi Banach spaces
... generalized von Neumann-Jordan constant and the mod- ulus of convexity, the James constant and the modulus of convexity, the generalized von Neumann-Jordan constant and the James constant, and ...
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Auto validating von Neumann rejection sampling from small phylogenetic tree spaces
... (i) von Neumann rejection sampler (RS), (ii) phylogenetic estimation problem, (iii) interval analysis and (iv) an interval extension of the rejection sampler called the Moore rejection sampler (MRS) in ...
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Non-commutative separate continuity and weakly almost periodicity for Hopf von Neumann algebras
... Hopf von Neumann algebras. Let ( M , ∆) be a Hopf von Neumann algebra, so M is a von Neumann algebra and ∆ : M → M ⊗ M is a normal unital injective ∗-homomorphism, coassociative ...
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Eigenvalues for perturbed periodic Jacobi matrices by the Wigner-von Neumann approach
... The purpose of this paper is to extend the aforementioned ideas to the discrete analogue of Jacobi operators, and produce a new technique for embedding a single eigenvalue into one of the bands of the periodic operator’s ...
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UNITARILY INVARIANT NORMS ON FINITE VON NEUMANN ALGEBRAS, Haihui Fan
... Theorem 62. Suppose R is a finite von Neumann algebra acting on a separable Hilbert space H. Let the probability space (Λ, Σ, λ) and the group G ≤ MP (Λ, Σ, λ) be as above. Then there is a natural 1-1 ...
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A generalization of the Birkhoff-von Neumann theorem
... The reason that this idea is so important is that the permutation matrices can be regarded as a spanning set for doubly stochastic matrices. The ones that will mask a specific doubly stochastic matrix will be found in ...
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The Birkhoff-von Neumann Decomposition and its Applications.
... Graph Isomorphisms. One unexpected application of the Birkhoff-von Neumann Theorem is within graph theory. There are a multitude of ways that doubly stochastic matrices, and thus the Birkhoff- von ...
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The Cryptographic Properties of Von Neumann Cellular Automata
... As a consequence, this work aims to study and classify the two-dimensional cellular au- tomata with Von Neumann neighborhoods according to its cryptographic use. Specifically, as local transition functions ...
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