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Marco Arien Mackaaij
AuthID:
R-000-AB5
Publications
Confirmed
To Validate
Document Source:
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Document Type:
All Document Types
Article (12)
Correction (1)
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Confirmed Publications: 13
1
TITLE:
A REMARK ON RASMUSSEN'S INVARIANT OF KNOTS (vol 16, pg 333, 2007)
Full Text
AUTHORS:
Mackaay, M
; Turner, P;
Vaz, P
;
PUBLISHED:
2013
,
SOURCE:
JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,
VOLUME:
22,
ISSUE:
1
INDEXED IN:
Scopus
WOS
2
TITLE:
Extended graphical calculus for categorified quantum sl(2)
AUTHORS:
Khovanov, M;
Lauda, AD
;
Mackaay, M
;
Stosic, M
;
PUBLISHED:
2012
,
SOURCE:
Memoirs of the American Mathematical Society,
VOLUME:
219,
ISSUE:
1029
INDEXED IN:
Scopus
CrossRef
IN MY:
ORCID
3
TITLE:
THE 1,2-COLOURED HOMFLY-PT LINK HOMOLOGY
AUTHORS:
Marco Mackaay
;
Marko Stosic
;
Pedro Vaz
;
PUBLISHED:
2011
,
SOURCE:
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY,
VOLUME:
363,
ISSUE:
4
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
4
TITLE:
sl(N)-link homology (N >= 4) using foams and the Kapustin-Li formula
AUTHORS:
Marco Mackaay
;
Marko Stosic
;
Pedro Vaz
;
PUBLISHED:
2009
,
SOURCE:
GEOMETRY & TOPOLOGY,
VOLUME:
13,
ISSUE:
2
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
5
TITLE:
The foam and the matrix factorization sl(3) link homologies are equivalent
AUTHORS:
Marco Mackaay
;
Pedro Vaz
;
PUBLISHED:
2008
,
SOURCE:
ALGEBRAIC AND GEOMETRIC TOPOLOGY,
VOLUME:
8,
ISSUE:
1
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
6
TITLE:
A remark on Rasmussen's invariant of knots
Full Text
AUTHORS:
Marco Mackaay
; Paul Turner;
Pedro Vaz
;
PUBLISHED:
2007
,
SOURCE:
JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,
VOLUME:
16,
ISSUE:
3
INDEXED IN:
Scopus
WOS
7
TITLE:
Bar-Natan's Khovanov homology for coloured links
AUTHORS:
Marco Mackaay
; Paul Turner;
PUBLISHED:
2007
,
SOURCE:
PACIFIC JOURNAL OF MATHEMATICS,
VOLUME:
229,
ISSUE:
2
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
8
TITLE:
The universal sl(3)-link homology
AUTHORS:
Marco Mackaay
;
Pedro Vaz
;
PUBLISHED:
2007
,
SOURCE:
ALGEBRAIC AND GEOMETRIC TOPOLOGY,
VOLUME:
7,
ISSUE:
1
INDEXED IN:
Scopus
WOS
CrossRef
IN MY:
ORCID
9
TITLE:
Categorical representations of categorical groups
AUTHORS:
Barrett, JW;
Mackaay, M
;
PUBLISHED:
2006
,
SOURCE:
Theory and Applications of Categories,
VOLUME:
16,
ISSUE:
10
INDEXED IN:
Scopus
IN MY:
ORCID
10
TITLE:
Holonomy and parallel transport for Abelian gerbes
Full Text
AUTHORS:
Mackaay, M
;
Picken, R
;
PUBLISHED:
2002
,
SOURCE:
Advances in Mathematics,
VOLUME:
170,
ISSUE:
2
INDEXED IN:
Scopus
CrossRef
IN MY:
ORCID
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