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SYMBOLIC EXTENSION ENTROPY:Cr EXAMPLES,PRODUCTS AND FLOWS
SYMBOLIC EXTENSION ENTROPY Cr EXAMPLES PRODUCTS FLOWS
2015/9/29
Adapting techniques of Misiurewicz, for 1 ≤ r < ∞ we give an explicit construction of Cr maps with positiveresidual entropy. We also establish the behavior of symbolic extension entropy with respect t...
An Extension of Barbashin-Kraso vski-LaSalle Theorem to a Class of Nonautonomous Systems
Barbashin-Kraso vski-LaSalle Theorem Class of Nonautonomous Systems
2015/9/29
An Extension of Barbashin-Kraso vski-LaSalle Theorem to a Class of Nonautonomous Systems.
A Bounded Linear Extension Operator for $L^{2,p}(\R^2)$
A Bounded Linear Extension Operator math
2010/11/9
For a finite $E \subset \R^2$, $f:E \rightarrow \R$, and $p>2$, we produce a continuous $F:\R^2 \rightarrow \R$ depending linearly on $f$, taking the same values as $f$ on $E$, and with $L^{2,p}(\R^2...
In this paper, to find a way of constructing Serre subcategories of the modules category, we consider classes of extension modules of Serre subcategory by another one and study when these classes are ...
Costas arrays and the extension of Lambert's function on finite fields
Lambert function Costas arrays Golomb rulers
2010/9/13
Motivated by a problem in Costas arrays, we suggest a generalization of Lambert’s W-function in finite fields and study some of its properties.
A New Extension of Monotone Sequences and its Applications
Monotone sequences Sequence of $gamma$ group bounded variation Sine series
2008/7/3
We define a new class of numerical sequences. This class is wider than any one of the classical or recently defined new classes of sequences of monotone type. Because of this generality we can general...
An Extension of Results of A. McD. Mercer and I. Gavrea
Convex sequence Polynomial Convex cone Dual cone Farkas lemma $q$-class of sequences Shift operator Difference operator Convex sequence of order $r $
2008/7/2
In this note we extend recent results of A. McD. Mercer and I. Gavrea on convex sequences to other classes of sequences.
An Extension of the Hermite-Hadamard Inequality and an Application for Gini and Stolarsky Means
Hadamard's Inequality Gini means Stolarsky means
2008/7/2
An Extension of the Hermite-Hadamard Inequality and an Application for Gini and Stolarsky Means.
Multidimensional Extension of L.C. Young's Inequality
Inequalities Stieltjes Integral $p$-variation
2008/6/30
Multidimensional Extension of L.C. Young's Inequality.
On a New Multiple Extension of Hilbert's Integral Inequality
Hilbert's integral inequality Weight coefficient $Gamma $ function
2008/6/30
On a New Multiple Extension of Hilbert's Integral Inequality.
On Cebysev-Grüss Type Inequalities via Pecaric's Extension of the Montgomery Identity
Cebysev-Grüss type inequalities Pecaric's extension Montgomery identity
2008/6/30
In the present note we establish new Cebysev-Grüss type inequalities by using Pecaric's extension of the Montgomery identity.
The Extension of a Cyclic Inequality to the Symmetric Form
Symmetric inequalities Cyclic inequalities Inequalities for sums
2008/6/26
The Extension of a Cyclic Inequality to the Symmetric Form.
The Extension of Majorization Inequalities within the Framework of Relative Convexity
Relative convexity Majorization Abel summation formula
2008/6/26
Some of the basic inequalities in majorization theory (Hardy-Littlewood-Pólya, Tomic-Weyl and Fuchs) are extended to the framework of relative convexity.
Absolute bounds on the mean of sum, product, max, and min: A probabilistic extension of interval arithmetic
interval computations partial information about probabilities
2010/9/15
Absolute bounds on the mean of sum, product, max, and min: A probabilistic extension of interval arithmetic.
Extension of Some Classical Results on Ruin Probability to Delayed Renewal Model
delayed renewal risk model heavy-tails ruin probability
2007/12/11
Embrechts and Veraverbeke~[2] investigated the renewal risk model and gave a tail equivalence relationship of the ruin probabilities ψ(x) under the assumption that the claim size is heavy-tailed, whic...