[PDF] Top 20 Can Von Neumann’s Theory Meet Quantum Computation?
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Can Von Neumann’s Theory Meet Quantum Computation?
... within von Neumann’s theory ...a quantum expected value under the assumption of the existence of the directions in a spin-1/2 ...The quantum predictions within the formalism of von ... See full document
6
Von Neumann’s Theory, Projective Measurement, and Quantum Computation
... within Von Neumann’s theory. We derive a proposition concerning a quantum expected value under an assumption of the existence of the orientation of reference frames in N spin-1/2 systems (1 ≤ N < ... See full document
24
Symmetric Laplacians, quantum density matrices and their Von Neumann entropy
... mathematical theory of quantum mechanics allows us to view quantum states of finite-dimensional systems as Hermitian, positive semi-definite matrices with unit trace ...a quantum state, ...the ... See full document
11
High Energy Physics and Cosmology as Computation
... in quantum mechanics we have quantum particles and quantum waves and hardly anything ...a quantum particle or a quantum wave. In string theory we have some definite numbers ... See full document
16
Von Neumann entropy and majorization
... a quantum channel that does not change the von Neumann entropy of any quantum ...a quantum channel which preserves the von Neumann ...from quantum information. Here ... See full document
14
Can Hidden Variables Theories Meet Quantum Computation?
... We can assign the truth value “1” for both two propositions (19) (concerning the reference frames) and (21) (concerning other hidden variables theory), simultaneously, when the system is in a multiparticle ... See full document
12
The Deutsch Jozsa Algorithm Can Be Used for Quantum Key Distribution
... OALibJ | DOI:10.4236/oalib.1101798 3 August 2015 | Volume 2 | e1798 times, since she may receive 2 N 2 0 s before finally getting a 1, telling her that Bob’s function is balanced. The best deterministic classical ... See full document
6
Strawberry Fields: A Software Platform for Photonic Quantum Computing
... Fields can perform quantum circuit simula- tions using both numerical and symbolic ...Numerical computation is the default operating mode and is supported by all three supplied ...a ... See full document
27
The von Neumann Theil index : characterizing graph centralization using the von Neumann index
... the von Neumann entropy (from herein referred to as the von Neumann index) of a graph’s trace normalized combinatorial Laplacian provides structural information about the level of ... See full document
17
A Study on Dynamic General Equilibrium under the Classical Growth Framework
... (i) Treat the input and output coefficient matrices A and B as functions (sometimes multivalued functions) of the semipositive price vector p and utilities. Now a column of A and a corresponding column of B usually stand ... See full document
8
Institutions as Game Theory Outcomes: Towards a Cognitive-Experimental InquiryAngela Ambrosino
... Schelling’ s Micromotives and Macrobehavior ...individual’ s behavior characteristics and the characteristics of the aggregate (Schelling, ...people’ s behavior depends on how many are behaving in a ... See full document
22
Classification of injective factors: The wok of Alain Connes
... Araki-Woods classification scheme and the Tomita-Takesaki theory, Connes introduced the modular spectrum as an isomorphism invariant for type III von Neumann algebras... be a separable a[r] ... See full document
39
A note on the entropy of graphs
... Their degree, their eccentricity, their average distance, etc are the same. Hence, it is impossi- ble to provide enough information to identify it. In practice, this is a ”high entropy” graph, because does not provide ... See full document
5
Operator Algebras in India in the past decade
... compact quantum groups by quantum group au- tomorphisms ...the quantum group) is initiated. Any such quantum group automorphism automatically preserves the Haar state of the compact ... See full document
34
VON NEUMANN REGULAR SEMIRING
... In Γ- semiring, the properties of their ideals, prime ideals, semiprime ideals and their generalizations play an important role in structure theory. The properties of an ideal in Γ- semiring and Regular semiring ... See full document
7
Perpetual anarchy: From economic security to financial insecurity
... game theory has the triple implication of rendering every decision subject to strategy, treating it as a matter of quantifying risk, and hence of pricing ...action can be evaluated from any other ... See full document
9
The von Neumann entropy of networks
... We normalize the combinatorial Laplacian of a graph by the degree sum, look at its eigenvalues as a probability distribution and then study its Shannon entropy. Equivalently, we represent a graph with a quantum ... See full document
6
An Introduction to Formal Language Theory that Integrates Experimentation and Proof Allen Stoughton pdf
... expression can have the form β ∗ , where β denotes all the strings that are basic in the sense that they are nonempty elements of B with no non-empty proper prefixes that are in ... See full document
288
Advanced Complexity Theory Lctn Madhu Sudan pdf
... ekbi ml!niHpoHTD@qrjnrj n@qYstnT.[r] ... See full document
121
Algorithm and Complexity Lctn Herbert S Wilf pdf
... Of course the creation of these two graphs from the original input graph is just the beginning of the story, as far as the computation is concerned. Unbeknownst to the programmer, who innocently wrote the ... See full document
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