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Cania accea
Known as:
Cania accea Solovyev & Witt, 2009
National Institutes of Health
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2015
2015
Witt sheaves and the η ‐inverted sphere spectrum
A. Ananyevskiy
,
M. Levine
,
I. Panin
2015
Corpus ID: 117506742
Ananyevskiy has recently computed the stable operations and cooperations of rational Witt theory. These computations enable us to…
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2010
2010
Ternary q-Virasoro–Witt Hom–Nambu–Lie algebras
F. Ammar
,
Abdenacer Makhlouf
,
S. Silvestrov
2010
Corpus ID: 115157642
In this paper we construct ternary q-Virasoro–Witt algebras which q-deform the ternary Virasoro–Witt algebras constructed by…
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2009
2009
Representations of the Restricted Cartan Type Lie Superalgebra W (m, n, 1)
B. Shu
,
Chaowen Zhang
2009
Corpus ID: 14932339
Simple modules for the restricted Witt superalgebra W(m,n,1) are considered. Conditions are provided for the restricted and…
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2007
2007
Conformal representations of Leibniz algebras
P. Kolesnikov
2007
Corpus ID: 14706713
We study the embedding construction of Lie dialgebras (Leibniz algebras) into conformal algebras. This construction leads to the…
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Review
2006
Review
2006
Complex Arrangements: Algebra, Geometry, Topology
H. Schenck
2006
Corpus ID: 13538818
A hyperplane arrangement A is a finite collection of hyperpla nes in some fixed (typically real or complex) vector space V. For…
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2006
2006
POINCARÉ-BIRKHOFF-WITT THEOREM
S. Sy
2006
Corpus ID: 21994469
2001
2001
Simple Modules with Character Height at Most One for the Restricted Witt Algebras
Randall R. Holmes
2001
Corpus ID: 14805870
Abstract The simple modules with character height at most one for the restricted Witt algebras are considered. Their…
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1991
1991
The Rett syndrome in males
M. Topçu
,
H. Topaloğlu
,
Y. Renda
,
M. Berker
,
G. Turanlı
Brain & development (Tokyo. )
1991
Corpus ID: 4706161
1990
1990
The nonlocal structure of the one-loop effective action via partial summation of the asymptotic expansion
I. Avramidi
1990
Corpus ID: 18602459
1986
1986
On the indecomposable elements of the bar construction
R. Hain
1986
Corpus ID: 119603287
An explicit formula for a canonical splitting s: Q4(9 ) ?4(& ) of the projection 4(l ) Q4(l ) of the bar construction on a…
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