iterants [1705.06600]

Entropy | Special Issue : Quantum Information and Foundations

[1705.06600] Iterants, Idempotents and Clifford algebra …

 · Title: Iterants, Idempotents and Clifford algebra in Quantum Theory Authors: Rukhsan Ul Haq , Louis H Kauffman (Submitted on 17 May 2017 ( v1 ), last revised 2 Nov 2017 (this version, v2))
Efficient Analysis of high-dimensional data in tensor formats

[1705.06600v1] Iterants, Idempotents and Clifford …

Title: Iterants, Idempotents and Clifford algebra in Quantum Theory Authors: Rukhsan Ul Haq , Louis H Kauffman (Submitted on 17 May 2017 (this version), latest version 2 Nov 2017 ( v2 ))
Efficient Analysis of high-dimensional data in tensor formats

On Recombining Iterants in Multigrid Algorithms and …

This article deals with nearly singular problems and with problems having small “islands” or other small features not visible on a coarse grid, in which cases usual multigrid solvers
Entropy | Special Issue : Quantum Information and Foundations

Iterants, Idempotents and Clifford algebra in Quantum …

The blue social bookmark and publication sharing system. Projection operators are central to the algebraic formulation of quantum theory because both wavefunction and
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Iterant Algebra

We give an exposition of iterant algebra, a generalization of matrix algebra that is motivated by the structure of measurement for discrete processes. We show how Clifford algebras and matrix algebras arise naturally from iterants, and we then use this point of view to
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Iterants Crossword Clue and Solver
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Space and Time in Computation and Discrete Physics

 · PDF 檔案Section 6 expands on iterants in the boolean context 2 and the role of the square root of negation. At this point we have arrived at a formal notion of imaginary values in logic. These imaginary values all involve special time-shifts in the temporal context or shifts of
(PDF) The Dirac Equation and the Majorana Dirac Equation

Improve strictness of Eq of Iterants / fix doOnFinish on …

Closes #580. Also discovered that Iterant.doOnFinish was behaving incorrectly on Last case: if a handler function throws, the element inside Last would never be emitted. E.g. this was the behavior: Iterant[IO].lastS(1).doOnFinish(_ => throw dummy).attempt
Existence Theorems for Ordinary Differential Equations (eBook)

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In this paper we examine single-step iterative methods for the solution of the nonlinear algebraic equation f (x) =x^2-N= 0, for some integer N, generating rational approximations p/q that are optimal in the sense of Pell’s equation p^2-Nq^2=k for some integer k, converging either alternatingly or oppositely.
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From Sedans to Crossovers, These Are the Best Hybrid …

 · LAB RESULTS The hybrid iterants of this family-friendly SUV continues to deliver good cargo, a composed driving experience and easy maneuverability, with added fuel economy benefits!
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Knot-Logic and Majorana Fermions L. H. Kauffman, UIC …

 · PDF 檔案Iterants Louis H. Kauffman Department of Mathematics, Statistics and Computer Science University of Illinois at Chicago 851 South Morgan Street Chicago, IL, 60607-7045 1 Introduction The simplest discrete system corresponds directly to the square root of minus
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 · PDF 檔案nate iterants XI and X3. The preceding analysis suggests that a formula analogous to (34) be used to estimate the answer. The difficulty here is that equation (33) may be meaningless when equations (29) to (32) do not hold. To circumvent this diihculty, a (35)
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Existence Theorems for Ordinary Differential Equations …

This text surveys fundamental and general existence theorems as well as uniqueness theorems and Picard iterants, applying them to properties of solutions and linear differential equations. A basic knowledge of real function theory — and for certain results, of