Results 181 to 190 of about 1,264 (229)

Interval-Valued Optimization Problems for Strongly LU-E-Invex and Strongly LU-E-Preinvex Functions

Tauheed, Akhlad Iqbal, Amir Suhail
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Comprehensive Transcriptome Meta-analysis to Characterize Host Immune Responses in Helminth Infections. [PDF]

PLoS Negl Trop Dis, 2016
Zhou G, Stevenson MM, Geary TG, Xia J.
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Insertions and Deletions Target Lineage-Defining Genes in Human Cancers. [PDF]

Cell, 2017
Imielinski M, Guo G, Meyerson M.
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Transcriptional profile of the rat cardiovascular system at single-cell resolution.

Cell Rep
Arduini A, Fleming SJ, Xiao L, Hall AW, Akkad AD, Chaffin MD, Bendinelli KJ, Tucker NR, Papangeli I, Mantineo H, Flores-Bringas P, Babadi M, Stegmann CM, García-Cardeña G, Lindsay ME, Klattenhoff C, Ellinor PT.   +16 more
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Invexity of quadratic functions and restricted/local invexity

Journal of Information and Optimization Sciences, 1996
Abstract A characterization of invexity properties of quadratic functions is derived and contrasted with existing results on pseudoconvexity. Three different approaches are employed. In the process quadratic functions are used as approximations to C2-functions to prove results on local invexity.
MOLHO, ELENA, Schaible Siegfried
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Generalizedb-invex vector valued functions

Journal of Statistics and Management Systems, 2002
Summary: The aim of this paper is to provide some first results regarding to the extension to the vector valued case of the \(b\)-invex functions. Some definitions are given for both the nonsmooth case and the differentiable case; the inclusion relationships among the introduced families of functions are studied and some results regarding to vector ...
CAMBINI, RICCARDO, BECTOR C. R.
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Various types of nonsmooth invex functions

Journal of Information and Optimization Sciences, 1996
Abstract The aim of this paper is to consider various proposals for the extension to a nonsmooth setting of the class of invex functions. In particular we consider functions endowed with generalized directional derivatives in the sense of Clarke, Demyanov and Rubinov, Pshenichnyi, Jeyakumar and Ye.
G. GIORGI, GUERRAGGIO, ANGELO
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Note on generalized invex functions

Optimization Letters, 2012
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Yuan, D. H., Liu, Xiaoling, Lai, Guoming
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