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Combinatorial methods in noncommutative ring theory (COIMBRA)
Smoktunowicz, Agata
(Principal Investigator)
School of Mathematics
Overview
Fingerprint
Research output
(26)
Project Details
Status
Finished
Effective start/end date
1/06/13
→
31/05/18
Funding
EU government bodies:
£1,081,963.00
View all
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Fingerprint
Explore the research topics touched on by this project. These labels are generated based on the underlying awards/grants. Together they form a unique fingerprint.
Braces
Mathematics
100%
Yang-Baxter Equation
Mathematics
61%
Nil
Mathematics
42%
Algebra
Mathematics
36%
Jacobson Radical
Mathematics
35%
Division ring or skew field
Mathematics
34%
Differential Polynomial
Mathematics
33%
Ring
Mathematics
32%
Research output
Research output per year
2014
2014
2017
2018
2020
24
Article
2
Working paper
Research output per year
Research output per year
Combinatorial solutions to the reflection equation
Smoktunowicz, A.
,
Vendramin, L.
&
Weston, R.
,
1 May 2020
,
In:
Journal of Algebra.
549
,
p. 268-290
Research output
:
Contribution to journal
›
Article
›
peer-review
Open Access
File
Braces
100%
Skew
68%
Dependent
49%
Ring
48%
Skew Left Braces of Nilpotent Type
Cedo, F.
,
Smoktunowicz, A.
&
Vendramin, L.
,
Jun 2019
,
In:
Proceedings of the London Mathematical Society.
118
,
6
,
p. 1367-1392
Research output
:
Contribution to journal
›
Article
›
peer-review
Open Access
File
Braces
100%
Skew
68%
Series
22%
Yang-Baxter Equation
22%
Concepts
19%
Five solved problems on radicals of Ore extensions
Greenfeld, B.
,
Smoktunowicz, A.
&
Ziembowski, M.
,
2019
,
In:
Publicacions Matemàtiques.
63
,
2
,
p. 423-444
17 p.
Research output
:
Contribution to journal
›
Article
›
peer-review
Open Access
File
Ore Extension
100%
Differential Polynomial
66%
Skew Polynomial Ring
48%
Grading
40%
Polynomial ring
36%