ProfessorsProfessors of University of PeloponneseChristina D. Nikolakakou

Christina D. Nikolakakou

University of Peloponnese

H-index: 3

Europe-Greece

About Christina D. Nikolakakou

Christina D. Nikolakakou, With an exceptional h-index of 3 and a recent h-index of 2 (since 2020), a distinguished researcher at University of Peloponnese, specializes in the field of Numerical Analysis, Linear Programming, Non Linear Optimization.

His recent articles reflect a diverse array of research interests and contributions to the field:

A Class of Algorithms for Solving LP Problems by Prioritizing the Constraints

A combination of a Proximity technique and Weighted average for LP Problems

Solving LP problems using the ranking of the ratio of constraints’ coefficients

Guiding iterative optimisation methods to a predefined kind of optima for unconstrained optimisation problems

Christina D. Nikolakakou Information

University	University of Peloponnese
Position	Laboratory Teaching Staff
Citations(all)	27
Citations(since 2020)	16
Cited By	17
hIndex(all)	3
hIndex(since 2020)	2
i10Index(all)	0
i10Index(since 2020)	0
Email	Access Email
University Profile Page	University of Peloponnese
Google Scholar	View Google Scholar Profile

Christina D. Nikolakakou Skills & Research Interests

Numerical Analysis

Linear Programming

Non Linear Optimization

Top articles of Christina D. Nikolakakou

Title	Journal	Author(s)	Publication Date
A Class of Algorithms for Solving LP Problems by Prioritizing the Constraints	American Journal of Operations Research	Dimitris G. Tsarmpopoulos Christina D. Nikolakakou George S. Androulakis	2023/11/24
A combination of a Proximity technique and Weighted average for LP Problems	Proceedings of the 26th Pan-Hellenic Conference on Informatics	George S. Androulakis Dimitris G. Tsarmpopoulos Eirini I. Nikolopoulou Christina D. Nikolakakou	2022
Solving LP problems using the ranking of the ratio of constraints’ coefficients		Dimitris G Tsarmpopoulos Christina D Nikolakakou George S Androulakis	2021/11/26
Guiding iterative optimisation methods to a predefined kind of optima for unconstrained optimisation problems	International Journal of Mathematical Modelling and Numerical Optimisation	Christina D Nikolakakou Athanasia N Papanikolaou Eirini I Nikolopoulou Theodoula N Grapsa George S Androulakis	2021/1