[PDF] Top 20 New Bounds for the Čebyšev Functional
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New Bounds for the Čebyšev Functional
... Taking the infimum over γ ∈ R , we deduce the desired inequality (3.7). There are a number of bounds that are coarser than (3.7) but may prove to be more useful in practical applications. They arise from taking ... See full document
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Some New Bounds for the Čebyšev Functional in Terms of the First Derivative and Applications
... out bounds for the remainders that are, some times, better than the ones provided in the classical ...different bounds for the remainder in the perturbed Taylor’s formula ... See full document
11
Functional Encryption: New Perspectives and Lower Bounds
... for functional encryption? While we do not provide a definitive answer to this question in our work, we firmly believe that the quest for the right definition should incorporate insights from secure computation ... See full document
21
Bounding the Čebyšev Functional for the Riemann-Stieltjes Integral via a Beesack Inequality and Applications
... [2] P. CERONE, S.S. DRAGOMIR and J. ROUMELIOTIS, Some Ostrowski type inequalities for n time di¤erentiable mappings and applications, Demonstratio Math., 32(2) (1999), 697-712. [3] P. CERONE, S.S. DRAGOMIR, J. ... See full document
9
Zipf–Mandelbrot law, f divergences and the Jensen type interpolating inequalities
... Csiszár functional and their link to the Jensen inequality with a specific type of the Jensen-type interpolating ...derived new bounds for f -divergences in general via the Csiszár functional ... See full document
20
Fekete-Szegö Inequality for Subclasses of a New Class of Analytic Functions
... Abstract: We introduce a new class of analytic functions and its subclasses and obtain sharp upper bounds of the functional for the analytic function belonging to these classes.. Keyword[r] ... See full document
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Bounds for the Normalised Jensen Functional
... Abstract. New inequalities for the general case of convex functions defined on linear spaces which improve the famous Jensen’s inequality are established. Particular instances in the case of normed spaces and for ... See full document
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New Inequalities for the Čebyšev Functional Involving Two n-Tuples of Real Numbers and Applications
... (2000), On a Gr¨ uss- Lupa¸ s type inequality and its application for the es- timation of p − moments of guessing mappings, Math.. (2002), Another Gr¨ uss type inequality for sequences o[r] ... See full document
6
A Sharp Bound of the Čebyšev Functional for the Riemann-Stieltjes Integral and Applications
... The aim of the present paper is to establish a new sharp bound for the absolute value of the ˇ Cebyˇ sev functional (1.1). Applications for the trapezoid and mid-point inequality are pointed out. A general ... See full document
10
Generalization of the Levinson inequality with applications to information theory
... The presented work is organized as follows: in Sect. 2, Levinson’s inequality for the 3- convex function is generalized by using two Green functions defined by (10) and (12). In Sect. 3, Čebyšev-, Grüss- and ... See full document
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Generalization of the Levinson inequality with applications to information theory
... The presented work is organized as follows: In Sect. 2, Levinson’s inequality for 3-convex function is generalized by using two Green’s functions defined by (10) and (12). In Sect. 3, Čebyšev, Grüss, and ... See full document
19
Bounds for the Čebyšev Functional of a Convex and a Bounded Function
... School of Computer Science and Mathematics, Victoria University of Technology, PO Box 14428, Melbourne 8001, Victoria, Australia. E-mail address: [email protected][r] ... See full document
6
New bounds for Randic and GA indices
... upper bounds on Randic index of connected graphs and trees in terms of modified Zagreb indices given in ...upper bounds on GA index of connected graphs and trees in terms of Zagreb indices given in ... See full document
7
New inequalities on eigenvalues of the Hadamard product and the Fan product of matrices
... some new upper bounds for the spectral radius of the Hadamard product of nonnegative matrices, and the low bounds for the minimum eigenvalue of the Fan product of nonsingular M-matrices are ...These ... See full document
11
Lower bounds: from circuits to QBF proof systems
... lower bounds for Q-Res and ...lower bounds would suffice for the proof-size lower bounds of (Beyersdorff et ...lower bounds could be used to get proof size lower ... See full document
29
Combinatorial optimization model for railway engine assignment problem
... Combinatorial Optimization Model for Railway Engine Assignment Problem 7 If we define the lower bounds as zero and the upper bounds as infinity on the new arcs, then the solutions of the[r] ... See full document
12
New bounds for the exponential function with cotangent
... holds for all x ∈ (0, π /2). Since then, many inequalities for cotangent function were estab- lished by different ideas and methods; see e.g. [2–18]. Very recently, Lv, Yang, Luo, and Zheng [19] gave a new type of ... See full document
13
Harder, Better, Faster, Stronger Convergence Rates for Least-Squares Regression
... these bounds do not involve computation, on the contrary, they state the best performance that no algorithm can beat, given the information, and without computational ...some new information, here pairs of ... See full document
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New bounds for online packing LPs
... In recent years, there has been great interest in methods for solving linear pro- grams online, mainly to facilitate the development of new online algorithms with improved competitive guarantees. Buchbinder and ... See full document
13
Some New Bounds for Mathieu's Series
... lower bounds for Mathieu’s series are established, which refine to a certain extent a sharp double inequality obtained by Alzer-Brenner-Ruehr in ...upper bounds for ζ(3) are ... See full document
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