[PDF] Top 20 An upper bound for the norm of a GCD related matrix
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An upper bound for the norm of a GCD related matrix
... Haukkanen, On meet and join matrices associated with incidence functions, Linear Algebra and its Applications 372 2003, 127–153.. McCarthy, Introduction to Arithmetical Functions, Univer[r] ... See full document
6
New estimations on the upper bounds for the nuclear norm of a tensor
... In this paper, we present some new upper bounds on the nuclear norms through using the orthogonal rank of the tensor [9, 12]. Furthermore, taking into account the structure information of the tensor, some new ... See full document
17
The upper bound estimation on the spectral norm of r circulant matrices with the Fibonacci and Lucas numbers
... respectively. This paper gives an upper bound estimation of the spectral norm for r-circulant matrices with Fibonacci and Lucas numbers. The result is more accurate than the corresponding results of ... See full document
10
Fundamental tone of minimal hypersurfaces with finite index in hyperbolic space
... The aim of this paper is to obtain an upper bound for the fundamental tone of complete minimal hypersurfaces in Hn+ – with finite index and finite L norm of the second fundamental form.[r] ... See full document
5
Corrigendum: Spectral thresholding quantum tomography for low rank states (2015 New J Phys 17 113050)
... operator norm rate is taken to have expression n c ( ) 2 in proposition 1 ...the upper bounds on the Frobenius square norm error in corollary 1 and theorem 2, will scale as r · n e c ( ) 2 = r 3 k ... See full document
5
On the dynamics of sup norm non expansive maps
... It turns out that the ideas for proving our estimate can be used to analyse the periods of periodic points of topical functions. Topical functions are maps f : R n → R n that are order-preserving and additively ... See full document
12
An improvement of the infinity norm bound for the inverse of \(\{P {1},P {2}\}\) Nekrasov matrices
... Varah’s bound and works only for SDD ...matrices, upper bounds for A –1 ∞ are derived, which sometimes are tighter in the SDD case, see [3, 5, 7, 9, 10, 15, 16, 21] and the references ...two upper ... See full document
12
The bounds estimate of sub band operators for multi band wavelets
... the norm of the sub-band ...the upper bound and the lower bound of the norm of the sub-band operator based on the theory of circular ... See full document
13
Maximum observable correlation for a bipartite quantum system
... spectral norm of the 3 × 3 spin correlation ...general upper bounds for coincidence rate are obtained for n-valued measurements, based on a singular value decomposition of the Fano form of the density ... See full document
27
On the Convergence Rate of lp-Norm Multiple Kernel Learning
... generalization bound that improves on a previous result based on covering numbers by Srebro and Ben-David ...an upper bound on the usual Rademacher com- ...the bound of Proposition 2 grows ... See full document
38
New upper bounds for \(\|A^{ 1}\| {\infty}\) of strictly diagonally dominant M matrices
... new upper bound for the infinity norm of inverse matrix of a strictly diagonally dominant M-matrix is given, and the lower bound for the minimum eigenvalue of the matrix is ... See full document
8
Relative Error Bound Analysis for Nuclear Norm Regularized Matrix Completion
... Corollary 2 shows that, with an appropriate choice of the parameter λ, we can obtain a relative upper bound. One way to estimate λ is to use the cross validation technique, an approach that is widely used ... See full document
22
An Upper Bound on the Higgs Self Coupling and Higgs Boson Mass from the Positivity Condition of the Mass Matrix
... directly related to most of the major open prob- lems of particle physics, like the flavour problem or the hierarchy problem, the latter strongly suggesting the need for new physics near the weak scale, which can ... See full document
5
On an upper bound for Sherman’s inequality
... and establish generalizations of Sherman’s inequality (.) which hold for n-convex func- tions which are in special cases convex in the usual sense. Moreover, we obtain an exten- sion to real, not necessarily ... See full document
17
Seidel Estrada index
... and upper bound exists for the sum of powers of the absolute eigenvalues of the Seidel matrix, sug- gesting a common core architecture similar to the cases of adjacency and signless Lapla- cian ... See full document
9
Computing Approximation GCD of Several Polynomials by Structured Total Least Norm
... approximation GCD of se- veral polynomials can be solved by a practical and re- liable way based on STLN method and transformed to the approximation of Sylvester structure ...matrices related to the ... See full document
8
A Novel Method for Optimal Control of Piecewise Affine Systems Using Semi-Definite Programming
... In this paper, a novel optimal control design method by discontinuous quadratic Lyapunov function and continuous quadratic Lyapunov function for 2-dimensional piecewise affine systems via semi-definite programming with ... See full document
10
Operator valued Extensions of Matrix norm Inequalities
... Abstract. We describe a rather striking extension of a wide class of inequalities. Some famous classical inequalities, such as those of Hardy and Hilbert, equate to the evaluation of the norm of a matrix ... See full document
7
Computable Shell Decomposition Bounds
... shell bound also supports intuitions that are difficult to achieve in more complex ...learning bound, something which does not appear to be well-elucidated for localalized Rademacher ...shell bound ... See full document
19
The lower bounds for the rank of matrices and some sufficient conditions for nonsingular matrices
... lower bound for the rank of the matrix are obtained, such as theorems and corollaries in Section ...the matrix being closely related to the lower bound for the rank of the ... See full document
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