Christian Edgar Lomp's Annual Report

Christian Edgar Lomp's Annual Report

Year: 

2014

Brief description of the research activities: 

I worked on Hopf Ore extensions and on Hopf actions on algebras.

Articles in international peer reviewed journals : 

Papers accepted for publication in peer reviewed journals: 

Christian Edgar Lomp, A note on dimension modules, Communications in Algebra, 10.1080/00927872.2014.890725
Paula Carvalho, Injective Hulls of Simple Modules over Differential Operator Rings, Communications in Algebra, 10.1080/00927872.2014.941469
Christian Edgar Lomp, On Topological Lattices and their Applications to Module Theory, Journal of Algebra and its Applications

Articles accepted for publication in peer reviewed proceedings: 

Christian Lomp, On the semiprime smash product question, Noncommutative Rings and their Applications, Proceedings of the International Conference on Noncommutative Rings and their Applications, Contemporary Mathematics, AMS, S. Dougherty, A. Facchini, A. Leroy, E. Puczylowski, and P. Solé

Communications in international conferences : 

Authors: 

Christian Lomp

Title: 

Large Subrings from a Module Theoretical Perspective

Name of the event: 

Third CARG Workshop

Start and end date: 

Monday, 28 April, 2014

Location / City: 

Dhahran

Country: 

Kingdom of Saudi Arabia

Authors: 

Christian Lomp

Title: 

On Noetherian rings whose finitely generated essential extensions of simple modules are Artinian

Name of the event: 

Group, Rings and Group Rings

Start and end date: 

Monday, 21 July, 2014 to Saturday, 26 July, 2014

Location / City: 

Ubatuba

Country: 

Brazil

Talks / Seminars / Courses : 

Title:
Semisimple Hopf algebra actions
Name of the event:
MAXIMALS (Algebra Seminar)
Speakers
Christian Lomp
Country:
Scotland
Location / City:
Edinburgh
Title:
Semisimple Hopf actions
Name of the event:
CMUC
Speakers
Christian Lomp
Country:
Portugal
Location / City:
Coimbra

Student Mentoring: 

Aspects of Non-commutative Differential Geometry, 2015
Deividi Pansera, still to be determined, 2017
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