EPub Bayreuth
Publications "Farkhi, Elza"
Jump to: Preprint, postprint Number of items: 13. Preprint, postprint
Baier, Robert ; Farkhi, Elza:
A Filippov Approximation Theorem for Strengthened One-Sided Lipschitz Differential Inclusions. Mathematisches Institut, Universität Bayreuth, School of Mathematical Sciences, Tel Aviv University Bayreuth; Tel Aviv , 2023 . - 31 S.
Baier, Robert ; Farkhi, Elza:
Discrete Filippov-type stability for one-sided Lipschitzian difference inclusions. Mathematisches Institut, Universität Bayreuth, School of Mathematical Sciences, Tel Aviv University Bayreuth ; Tel Aviv , 2017 . - 24 S.
Baier, Robert ; Farkhi, Elza:
Regularity of set-valued maps and their selections through set differences. Part 1: Lipschitz continuity. Bayreuth , 2013 . - 24 S.
Baier, Robert ; Farkhi, Elza:
Regularity of set-valued maps and their selections through set differences. Part 2: One-sided Lipschitz properties. Department of Mathematics, University of Bayreuth Bayreuth, Germany , 2013 . - 29 S.
Baier, Robert ; Farkhi, Elza ; Roshchina, Vera:
The directed and Rubinov subdifferentials of quasidifferentiable functions, Part I : Definition and examples. Bayreuth , 2011
Baier, Robert ; Farkhi, Elza ; Roshchina, Vera:
The directed and Rubinov subdifferentials of quasidifferentiable functions, Part II : Calculus. Bayreuth , 2011
Baier, Robert ; Farkhi, Elza ; Roshchina, Vera:
On Computing the Mordukhovich Subdifferential Using Directed Sets in Two Dimensions. Bayreuth , 2010
Baier, Robert ; Farkhi, Elza:
The Directed Subdifferential of DC functions. Hausdorff-Research-Institute Bonn , 2008
Baier, Robert ; Farkhi, Elza:
Integration and Regularity of Set-Valued Maps Represented by Generalized Steiner Points. Bayreuth , 2006
Baier, Robert ; Farkhi, Elza:
Directed Derivatives of Convex Compact-Valued Mappings. Bayreuth , 2001
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