[PDF] Top 20 Von Neumann entropy and majorization
Has 10000 "Von Neumann entropy and majorization" found on our website. Below are the top 20 most common "Von Neumann entropy and majorization".
Von Neumann entropy and majorization
... In the following, we shall characterize the structure of a quantum channel that does not change the von Neumann entropy of any quantum state. In [11], Moln´ar and Szokol gave the structure of the map ... See full document
14
Entropic graph embedding via multivariate degree distributions
... the von Neumann entropy of a directed graph with the in and out-degree con- figurations associated with directed ...the von Neumann entropy of a directed graph, which depends on ... See full document
11
Research on Centralities Based on von Neumann Entropy for Nodes and Motifs
... the von Neumann entropy is a measure of regularity, deleting node 4 or 5 will lead to larger decreasing in von Neumann entropy, and in C E sort node 4 and node 5 rank higher than ... See full document
5
On the Diagonals of Projections in Matrix Algebras Over Von Neumann Algebras
... The main focus of this dissertation is on exploring methods to characterize the diagonals of projections in matrix algebras over von Neumann algebras. This may be viewed as a non-commutative version of the ... See full document
76
A novel entropy-based graph signature from the average mixing matrix
... some entropy-based vectorial ...the von Neumann entropy or quantum entropy to graphs, by mapping quantum states into discrete graph Laplacians ...whose entropy can be computed ... See full document
7
Selfcomplementary quantum channels
... 3.1 Decohering properties of selfcomplementary channels and their classical channel capacity The entropy S map of a quantum channel Φ is defined [25, 26] as the von Neumann entropy of th[r] ... See full document
26
A note on the entropy of graphs
... graph entropy is in information theory, it was proved to be closely related to some classical and frequently studied graph theoretic ...concepts. von Neumann says the entropy of a system ... See full document
5
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
The von Neumann entropy of networks
... quantum entropy (or, equivalently, von Neumann entropy) was defined by von Neumann around 1927 for proving the irreversibility of quantum measurement pro- cesses ...quantum ... See full document
6
Symmetric Laplacians, quantum density matrices and their Von Neumann entropy
... the Von Neumann entropy of the symmetric Laplacian can be interpreted as a measure of bipartite entanglement present within this bipartite pure ...the entropy for simple connected ...graph ... See full document
11
Majorization, Csiszár divergence and Zipf Mandelbrot law
... Now we introduce the main mathematical theory explored in the presented work, the theory of majorization. It is a powerful and elegant mathematical tool which can be applied to a wide variety of problems as well ... See full document
15
A Tamper and Leakage Resilient von Neumann Architecture
... In the hybrid model the secret disk is not split. However, the tampering is very restricted: we only allow the adversary to copy values within the secret disk and to overwrite a location[r] ... See full document
44
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 ... See full document
30
On the Cauchy Problem for Von Neumann Landau Wave Equation
... On the other hand, the proof in the endpoint case follows from the theorem 1.2 in [6] and the lemma 1 in the present paper.. The Proof of Theorem.[r] ... See full document
10
A determinant inequality and log-majorisation for operators
... We shall introduce a majorization among operators acting on an infinite dimensional Hilbert space in a similar to majorization for matrices [1]. In our approach the existence of a normal faithful trace is ... See full document
10
Succinct Non-Interactive Zero Knowledge for a von Neumann Architecture
... Known circuit generators have limited functionality or effi- ciency: (i) [PGHR13]’s circuit generator only supports programs without data dependencies, since memory accesses and loop ite[r] ... See full document
37
Randomisation and the Von Neumann Function: A Variance Formula and a Problem
... ’ In a paper of many years ago Geary 1952 what was termed the contiguity ratio was introduced, to determine whether, in probability, a statistical map has a pattern or whether the mapped[r] ... See full document
8
Randomization and Von Neumann function variance formula and a problem
... The fact that the estimated disturbances are related because their sum is zero is o f no importance unless n is small.[r] ... See full document
8
The Inefficiency of the Von Neumann Ratio in Time Series Regression
... 2 This is to be expected since the larger p3X3 is, the less ~the relative influence of ut in the residual vt, given by I0~ which tends to assume functional form with a necessarily small [r] ... See full document
17
On pairs of automorphisms of von Neumann algebras
... + -I =+8 -I In this paper we prove a general decomposition theorem in the non-commuting situation as compared to the usual commuting case see references and prove that there exists a cen[r] ... See full document
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