NEWS
New Feature!!!! University Subject Rankings in 12 branches
FOR SCIENTIST REGISTRATION FOR INSTITUTIONAL BULK REGISTRATION
FOR EDIT YOUR UNIVERSITY / INSTITUTION PAGE
Some differences of the AD Scientific Index
New Feature!!!! University Subject Rankings in 12 branches
List without CERN, Statistical Data etc. Only in AD Scientific Index
New Feature!!!! University Subject Rankings in 12 branches
AD
Scientific Index 2024
About Us
Methodology
Compare & Choose
Contact - FAQ
login
Login
person_add
Register
school
University Rankings
subject
University Subject Rankings
place
Country Rankings
insights
i10 Productivity Rankings
insights
Subject Rankings
format_list_numbered
Top 100 Scientists
format_list_numbered
Citation Rankings
format_quote
Top 100 Institutions
local_fire_department
Country Top Lists
Griffin Dean Kent
AD Scientific Index 2024
Engineering & Technology / Computer Science
Lehigh University - Bethlehem / United States
Edit Form
Registration, Add Profile,
Premium Membership
Ranking &
Analysis
Job
Experiences (0)
Education
Information (0)
Published Books (0)
Book Chapters (0)
Articles (0)
Presentations (0)
Lessons (0)
Projects (0)
Congresses (0)
Editorship, Referee &
Scientific Board (0 )
Patents /
Designs (0)
Academic Grants
& Awards (0)
Artistic
Activities (0)
Certificate / Course
/ Trainings (0)
Association &
Society Memberships (0)
Contact, Office
& Social Media
person_outline
Griffin Dean Kent's MOST POPULAR ARTICLES
1-)
Inexact bilevel stochastic gradient methods for constrained and unconstrained lower-level problemsT Giovannelli, G Kent, LN VicentearXiv preprint arXiv:2110.00604, 202118*2021
2-)
Bilevel optimization with a multi-objective lower-level problem: Risk-neutral and risk-averse formulationsT Giovannelli, GD Kent, LN VicenteOptimization Methods and Software, 1-23, 202442024
3-)
Penetration Depth Between Two Convex Polyhedra: An Efficient Stochastic Global Optimization ApproachMA Abramson, GD Kent, GW SmithIEEE Transactions on Visualization and Computer Graphics 28 (12), 4267-4273, 202122021
4-)
On the Steepest Descent Method for Bilevel OptimizationG KentLehigh University, 20212021
ARTICLES
Add your articles
We use cookies to personalize our website and offer you a better experience. If you accept cookies, we can offer you special services.
Cookie Policy
Accept