Results 31 to 40 of about 7,129 (263)
The Hermite-Hadamard inequality is regarded as one of the most favorable inequalities from the research point of view. Currently, mathematicians are working on extending, improving, and generalizing this inequality.
Saeed Tareq +4 more
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Strong Majorization Entropic Uncertainty Relations
We analyze entropic uncertainty relations in a finite dimensional Hilbert space and derive several strong bounds for the sum of two entropies obtained in projective measurements with respect to any two orthogonal bases.
Puchała, Zbigniew +2 more
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Aliasing and oblique dual pair designs for consistent sampling [PDF]
In this paper we study some aspects of oblique duality between finite sequences of vectors $\cF$ and $\cG$ lying in finite dimensional subspaces $\cW$ and $\cV$, respectively.
Benac, Maria Jose +2 more
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AbstractI provide a novel argument in favour of majority rule. In particular, I consider the distribution of voter satisfaction in response to the outcome of a vote and prove that under certain conditions majority rule minimizes the level of inequality present in the distribution of voter satisfaction.
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Refinements of some majorization type inequalities [PDF]
In this paper, we prove refinements of some companion inequalities to the Jensen inequality, namely Slater’s inequality and the inequalities obtained by Matić and Pečarić (2000). We also give refinements of majorization type inequalities, generalized weighted Favard and Berwald inequalities.
Khan, M. Adil +2 more
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Integral Jensen–Mercer and Related Inequalities for Signed Measures with Refinements
In this paper, we give necessary and sufficient conditions for the integral Jensen–Mercer inequality and closely related inequalities to be satisfied for finite signed measures.
László Horváth
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Monotone trace functions of several variables
We investigate monotone operator functions of several variables under a trace or a trace-like functional. In particular, we prove the inequality \tau(x_1... x_n)\le\tau(y_1...
Hansen, Frank
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Slepian’s inequality with respect to majorization
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Fang, Longxiang, Zhang, Xinsheng
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Majorization, “useful” Csiszár divergence and “useful” Zipf-Mandelbrot law
In this paper, we consider the definition of “useful” Csiszár divergence and “useful” Zipf-Mandelbrot law associated with the real utility distribution to give the results for majorizatioQn inequalities by using monotonic sequences.
Latif Naveed +2 more
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Catalytic majorization and $\ell_p$ norms [PDF]
An important problem in quantum information theory is the mathematical characterization of the phenomenon of quantum catalysis: when can the surrounding entanglement be used to perform transformations of a jointly held quantum state under LOCC (local ...
Aubrun, Guillaume, Nechita, Ion
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