Activate high contrast
To main content
Home of TU Delft
Education
Programmes
Information and experience
Practical matters
Admission and Application
Research
Research News
Faculties and institutes
Cooperation
Grants & Grantees
Research facilities
Open Science
Research assessments
Innovation & Impact
Collaboration
Pioneering Tech
Innovation Projects
Entrepreneurship
Current
Latest News
Agenda
University Magazines
D:DREAM
Press officers
Portraits of Science
Stories of Support
About TU Delft
Working at TU Delft
Find employees
Campus Life
TU Delft Webshop
Strategy
Facts and Figures
Organisation
Faculties
Alumni
University Fund
Crowdfunding
Visit TU Delft
Contact and Campus
Search
Education
Menu openen
Programmes
Information and experience
Practical matters
Admission and Application
Research
Menu openen
Research News
Faculties and institutes
Cooperation
Grants & Grantees
Research facilities
Open Science
Research assessments
Innovation & Impact
Menu openen
Collaboration
Pioneering Tech
Innovation Projects
Entrepreneurship
Current
Menu openen
Latest News
Agenda
University Magazines
D:DREAM
Press officers
Portraits of Science
Stories of Support
About TU Delft
Menu openen
Working at TU Delft
Find employees
Campus Life
TU Delft Webshop
Strategy
Facts and Figures
Organisation
Faculties
Alumni
University Fund
Crowdfunding
Visit TU Delft
Contact and Campus
socmed
facebook
twitter
instagram
youtube
linkedin
whatsapp
whatsapp
Nederlands
Activate high contrast
Close menu
Search
Close search
Prof.dr.ir. C. Roos
Prof.dr.ir. C. Roos
Mail
Electrical Engineering, Mathematics and Computer Science
Delft Institute of Applied Mathematics
Discrete Mathematics and Optimization
Pure profile
Contact
C.Roos@tudelft.nl
+31 15 27 82530
Expertise
Optimization
Algorithm
Algorithms
Linear Homogeneous System
Variables
Perceptron
Polynomial
Number
Interior Point
Polynomials
Publications
2022
Using Nemirovski's Mirror-Prox method as basic procedure in Chubanov's method for solving homogeneous feasibility problems
Zhang Wei / Kees Roos
2021
On Some Optimization Problems that Can Be Solved in O(n) Time
Yanqin Bai / Kees Roos
2017-9-19
An improved version of Chubanov's method for solving a homogeneous feasibility problem
Kees Roos
2015
An improved and simplified full-Newton step O(n) infeasible interior-point method for linear optimization
C Roos
2015
Infeasible interior-point methods for linear optimization based on large neighborhood
A Asadi / C Roos
More publications
Courses 2009
Transport, Routing and…
Courses 2008
Transport, Routing and…
Electrical Engineering, Mathematics and Computer Science
Delft Institute of Applied Mathematics
Discrete Mathematics and Optimization
Pure profile
Contact
C.Roos@tudelft.nl
+31 15 27 82530
Home of TU Delft
Activate high contrast
Education
Programmes
Information and experience
Practical matters
Admission and Application
Research
Research News
Faculties and institutes
Cooperation
Grants & Grantees
Research facilities
Open Science
Research assessments
Innovation & Impact
Collaboration
Pioneering Tech
Innovation Projects
Entrepreneurship
Current
Latest News
Agenda
University Magazines
D:DREAM
Press officers
Portraits of Science
Stories of Support
About TU Delft
Working at TU Delft
Find employees
Campus Life
TU Delft Webshop
Strategy
Facts and Figures
Organisation
Faculties
Alumni
University Fund
Crowdfunding
Visit TU Delft
Contact and Campus
Search