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João Nuno Gonçalves Faria Martins
AuthID:
R-000-79C
Publications
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Article (24)
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Confirmed Publications: 24
11
TITLE:
Surface holonomy for non-abelian 2-bundles via double groupoids
Full Text
AUTHORS:
Joao Faria Martins
;
Roger Picken
;
PUBLISHED:
2011
,
SOURCE:
ADVANCES IN MATHEMATICS,
VOLUME:
226,
ISSUE:
4
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
|
ResearcherID
12
TITLE:
THE FUNDAMENTAL 2-CROSSED COMPLEX OF A REDUCED CW-COMPLEX
Full Text
AUTHORS:
Joao Faria Martins
;
PUBLISHED:
2011
,
SOURCE:
HOMOLOGY HOMOTOPY AND APPLICATIONS,
VOLUME:
13,
ISSUE:
2
INDEXED IN:
Scopus
WOS
CrossRef
:
4
IN MY:
ORCID
|
ResearcherID
13
TITLE:
The fundamental Gray 3-groupoid of a smooth manifold and local 3-dimensional holonomy based on a 2-crossed module
Full Text
AUTHORS:
Joao Faria Martins
;
Roger Picken
;
PUBLISHED:
2011
,
SOURCE:
DIFFERENTIAL GEOMETRY AND ITS APPLICATIONS,
VOLUME:
29,
ISSUE:
2
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
|
ResearcherID
14
TITLE:
ON TWO-DIMENSIONAL HOLONOMY
AUTHORS:
Joao Faria Martins
;
Roger Picken
;
PUBLISHED:
2010
,
SOURCE:
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY,
VOLUME:
362,
ISSUE:
11
INDEXED IN:
Scopus
WOS
CrossRef
:
16
IN MY:
ORCID
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ResearcherID
15
TITLE:
Spin Foam Perturbation Theory for Three-Dimensional Quantum Gravity
Full Text
AUTHORS:
Joao Faria Martins
;
Aleksandar Mikovic
;
PUBLISHED:
2009
,
SOURCE:
COMMUNICATIONS IN MATHEMATICAL PHYSICS,
VOLUME:
288,
ISSUE:
2
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
|
ResearcherID
16
TITLE:
THE FUNDAMENTAL CROSSED MODULE OF THE COMPLEMENT OF A KNOTTED SURFACE
AUTHORS:
Joao Faria Martins
;
PUBLISHED:
2009
,
SOURCE:
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY,
VOLUME:
361,
ISSUE:
9
INDEXED IN:
Scopus
WOS
CrossRef
:
6
IN MY:
ORCID
|
ResearcherID
17
TITLE:
Invariants of spin networks embedded in three-manifolds
Full Text
AUTHORS:
Joao Faria Martins
;
Aleksandar Mikovic
;
PUBLISHED:
2008
,
SOURCE:
COMMUNICATIONS IN MATHEMATICAL PHYSICS,
VOLUME:
279,
ISSUE:
2
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
|
ResearcherID
18
TITLE:
Invariants of welded virtual knots via crossed module invariants of knotted surfaces
AUTHORS:
Louis H Kauffman
;
Joao Faria Martins
;
PUBLISHED:
2008
,
SOURCE:
COMPOSITIO MATHEMATICA,
VOLUME:
144,
ISSUE:
4
INDEXED IN:
Scopus
WOS
CrossRef
:
3
IN MY:
ORCID
|
ResearcherID
19
TITLE:
Categorical groups, knots and knotted surfaces
Full Text
AUTHORS:
Joao Faria Martins
;
PUBLISHED:
2007
,
SOURCE:
JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,
VOLUME:
16,
ISSUE:
9
INDEXED IN:
Scopus
WOS
CrossRef
:
1
IN MY:
ORCID
|
ResearcherID
20
TITLE:
Observables in the Turaev-Viro and Crane-Yetter models
Full Text
AUTHORS:
John W Barrett
;
Joao Faria Martins
; Manuel M Garcia Islas;
PUBLISHED:
2007
,
SOURCE:
JOURNAL OF MATHEMATICAL PHYSICS,
VOLUME:
48,
ISSUE:
9
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
|
ResearcherID
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