[PDF][PDF] Barrier algorithm for optimization on affine manifolds
AS Rasheed, C Udrişte, I Ţevy - BSG Proceedings, 2017 - scholar.archive.org
This article presents the geometry and optimal problems associated to the barrier function
method on affine manifolds. The crucial ideas include:(i) new properties regarding the …
method on affine manifolds. The crucial ideas include:(i) new properties regarding the …
[PDF][PDF] On Udriste ODE and a problem of Jiang
G Bercu, C Corcodel… - Sci. Bull. UPB, Series A …, 2010 - scientificbulletin.pub.ro
In our paper [1], we introduced a new class of self-concordant functions, defined on
Riemannian manifolds endowed with metrics of diagonal type. The aim of this note is …
Riemannian manifolds endowed with metrics of diagonal type. The aim of this note is …
[PDF][PDF] SEMIVECTORIAL BILEVEL OPTIMIZATION ON AFFINE-FINSLER-METRIC MANIFOLDS
FMALIS RASHEED, NJ AL-JAWARI - researchgate.net
A Finsler manifold is a differential manifold together with a Finsler metric, in this paper we
construct a new class of Finsler metric affine mainfolds on bilevel semivectorial with …
construct a new class of Finsler metric affine mainfolds on bilevel semivectorial with …
More on self-concordant functions on Riemannian manifolds
G Bercu, M Postolache - Journal of Advanced Mathematical Studies, 2010 - go.gale.com
The aim of this work is to bring together some contributions to the development of the class
of self-concordant functions on Riemannian manifolds, emphasizing on the class of self …
of self-concordant functions on Riemannian manifolds, emphasizing on the class of self …
[PDF][PDF] Power classes of search directions and dualistic structure on symmetric cones
K Uohashi - Balkan Journal of Geometry and Its Applications, 2013 - kurims.kyoto-u.ac.jp
Our original results refer to dualistic structure on primaldual interior-point methods for
symmetric cone programs with linear constraints. It is shown that scalings by the Nesterov …
symmetric cone programs with linear constraints. It is shown that scalings by the Nesterov …