Non-Commutative
Non-commutative Grillet semigroups
... finite commutative semigroups ...finite commutative semigroups an ideal series whose factors are elementary semigroups, and used it for the study of matrix ...of commutative semigroups called by him ...
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Embedding of a 2D Graphene System in Non-Commutative Space
... The BFT approach is used to formulate the electronic states in graphene through a non-commutative space in the presence of a constant magnetic field B for the first time. In this regard, we introduce a ...
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Continuity Equation in Presence of a Non Local Potential in Non Commutative Phase Space
... phase-space non-commutativity introduced in the Schrödin- ger equation and consequently, the continuity equation obtained in the case of commutativity and in the case of non-commutativity, without ...
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Reformulation of Relativistic Quantum Mechanics Equations with Non Commutative Sedeons
... tonions the essential imperfection of sedenions is their non-associativity. Another approach is based on the ap- plication of hypercomplex multivectors generating asso- ciative space-time Clifford algebras. The ...
8
Non commutative large entries for cognitive radio applications
... are non-commutative operators with respect to the matrix product and they can be considered elements of what is called non- commutative probability ...and non-crossing partitions are ...
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Moduli Spaces, Non-Commutative Geometry and Deformed Differential Categories
... Abstract: The following research plays a central role in deformation theory. If x , is a moduli space over a field , of characteristic zero, then a formal neighborhood of any point ϵ x , is controlled by a differential ...
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Provably Secure Integration Cryptosystem on Non-Commutative Group
... word), and the number of generators in the string is the length of the braid (or word). It can be clearly seen that the braid group is a class of non commutative generating groups, but there are a large ...
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THE NON-COMMUTATIVE FULL RHOTRIX RING AND ITS SUBRINGS
... This section studies the set of all rhotrices of size n with entries from any arbitrary ring𝐹 and together with operations of rhotrix addition and row-column based method for rhotrix multiplication, so as to introduce it ...
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Kinematical Brownian Motion of the Harmonic Oscillator in Non-Commutative Space
... in non-commutative ...a commutative and non-commutative space. Moreover, the non- commutative parameter is depicted for increasing value of the ...
5
Monte Carlo simulations of random non commutative geometries
... A model of random geometry has been presented here as random Dirac op- erators in non-commutative geometry. The integrals can be interpreted as multi-matrix models but with a new type of observables, namely ...
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Quo Vadis Quaternion? Cryptanalysis of Rainbow over Non-Commutative Rings
... every non-commutative ring ...those non-commutative rings, as the whole construction is just a special case of reducing key size by introducing some structure to the secret ...
15
On Some Isomorphisms between Bounded Linear Maps and Non-Commutative Lp-Spaces
... Segal [13], Kunze [9], Dixmier [4], Stinespring [14]. But the recent emergency of the theory of operator spaces from the late 80’s to the early 90’s in the works of Effros and Ruan [5],[6], [7],[12], Blecher and Paulsen ...
13
A Non commutative Bilinear Model for Answering Path Queries in Knowledge Graphs
... matrices non- commutative, and thus it does not suffer from the issues arising from commutativity, yet in general manages to reduce the number of parameters com- pared with ...
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Representing Multipliers of the Fourier Algebra on Non-Commutative L-p Spaces
... a non-commutative L p space in [14], and showed that the resulting space was isometrically isomorphic to ...the commutative case, we might expect the complex interpolation method to play a ...a ...
24
Non‐commutative manifolds, the free square root and symmetric functions in two non‐commuting variables
... a non-commutative version of the classical Newton–Girard formulae for power sums in terms of elementary symmetric ...the non-commutative context, since there is no longer a finite algebraic ...
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LWE from Non-commutative Group Rings
... Abstract. The Ring Learning-With-Errors (LWE) problem, whose se- curity is based on hard ideal lattice problems, has proven to be a promis- ing primitive with diverse applications in cryptography. There are how- ever ...
22
Gauge Theories and non-Commutative Geometry: A review
... • However, almost at the same time, a new motivation for studying theories in a non-commutative space appeared, although only recently it was fully appreciated. In 1930 L.D. Landau[7] solved the problem of ...
8
Strong Tensor Non-commutative Residuated Lattices
... 2) G(x) ∗ G(y) ≤ G(x ∗ y), H(x) ∗ H (y) ≤ H (x ∗ y). II.5 Proposition. Let ( L , ∩ , ∪ , ∗ , → , , 0, 1) be a non- commutative residuated lattice and G, H be maps of L into itself. Then ( L , G, H ) is a ...
6
On Characterization of Non-Commutative Minkowski Space Time
... terms of x , p and deformation parameter a. For the non-commutative space time with curvature. Let us construct it as functions of x , p and deformation parameter . In case of neutral particles , conjugate ...
5
Non-Commutative Arithmetic Circuits with Division
... Non-commutative rational functions arise naturally in a variety of settings, beyond the abstract mathematical fields of non-commutative algebra and geometry. 3 One area is linear system theory ...
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