Results 41 to 50 of about 12,250,575 (319)
Fractional inclusions of the Hermite–Hadamard type for m-polynomial convex interval-valued functions
The notion of m-polynomial convex interval-valued function Ψ = [ ψ − , ψ + ] $\Psi =[\psi ^{-}, \psi ^{+}]$ is hereby proposed. We point out a relationship that exists between Ψ and its component real-valued functions ψ − $\psi ^{-}$ and ψ + $\psi ^{+}$ .
Eze R. Nwaeze +2 more
doaj +1 more source
We present the necessary and sufficient conditions such that the functions involving R(x)=ψ(x+1/2)−lnx$R ( x ) =\psi ( x+1/2 ) -\ln x$ with a parameter are completely monotonic on (0,∞)$( 0,\infty )$, find three new sequences which are fast convergence ...
Zhen-Hang Yang, Y. Chu, Xiaohui Zhang
semanticscholar +1 more source
Circuit-PSI With Linear Complexity via Relaxed Batch OPPRF
In 2-party Circuit-based Private Set Intersection (Circuit-PSI), P0 and P1 hold sets S0 and S1 respectively and wish to securely compute a function f over the set S0 ∩ S1 (e.g., cardinality, sum over associated attributes, or threshold intersection ...
Nishanth Chandran +2 more
semanticscholar +1 more source
We systematically exploit a new generalized hypergeometric identity to obtain new hypergeometric summation formulas. As a consistency test, alternative proofs for some special cases are also provided.
Juan Luis González-Santander
doaj +1 more source
Padé approximant related to the Wallis formula
Based on the Padé approximation method, in this paper we determine the coefficients a j $a_{j}$ and b j $b_{j}$ such that π = ( ( 2 n ) ! ! ( 2 n − 1 ) ! ! ) 2 { n k + a 1 n k − 1 + ⋯ + a k n k + 1 + b 1 n k + ⋯ + b k + 1 + O ( 1 n 2 k + 3 ) } , n → ∞ , $
Long Lin, Wen-Cheng Ma, Chao-Ping Chen
doaj +1 more source
Efficient Linear Multiparty PSI and Extensions to Circuit/Quorum PSI
Multiparty Private Set Intersection (mPSI), enables n parties, each holding private sets (each of size m) to securely compute the intersection of these private sets.
Nishanth Chandran +5 more
semanticscholar +1 more source
ON THE INEQUALITIES FOR THE VOLUME OF THE UNIT BALL Ω_n IN R^n
The inequalities about the volume of the unit ball Ω_n in R^n were studies by several authors, especially Horst Alzer has a great contribution to this topic. Thereafter many authors produced numerous papers on this topic.
Barkat Ali Bhayo
doaj +1 more source
The quotient of gamma functions by the psi function [PDF]
The aim of this paper is to construct the asymptotic series of the ratio of gamma functions by Kershaw then to deduce some sharp estimates. Mathematical subject classification: 33B15, 05A16, 26D15.
openaire +3 more sources
Inferring function using patterns of native disorder in proteins [PDF]
Natively unstructured regions are a common feature of eukaryotic proteomes. Between 30% and 60% of proteins are predicted to contain long stretches of disordered residues, and not only have many of these regions been confirmed experimentally, but they ...
Swindells, MB +14 more
core +1 more source
Inequalities between some arithmetic functions, II [PDF]
As a continuation of Part I (see [1]), we offer new inequalities for classical arithmetic functions such as the Euler's totient function, the Dedekind's psi function, the sum of the positive divisors function, the number of divisors function, extended ...
Krassimir Atanassov +2 more
doaj +1 more source

