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Index « Auteurs » - entrée « G. Stacey Staples »
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G. Sivakumar < G. Stacey Staples < Ga Bor E. Tusna Dy  Facettes :

List of bibliographic references

Number of relevant bibliographic references: 11.
Ident.Authors (with country if any)Title
000026 (2015-06-23) Nefzi Bilel [France] ; Schott René [France] ; Ye-Qiong Song [France] ; G. Stacey Staples [États-Unis] ; Evangelia Tsiontsiou [France]An Operator Calculus Approach for Multi-constrained Routing in Wireless Sensor Networks
000034 (2015) René Schott [France] ; G. Stacey Staples [États-Unis]Generalized Zeon Algebras: Theory and Application to Multi-Constrained Path Problems
000049 (2015) Jamila Ben Slimane [Tunisie] ; Schott René [France] ; Yeqiong Song [France] ; G. Stacey Staples [États-Unis] ; Evangelia Tsiontsiou [France] ; Ye-Qiong Song [France]Operator Calculus Algorithms for Multi-Constrained Paths
000134 (2013) René Schott [France] ; G. Stacey Staples [États-Unis]Operator calculus and invertible Clifford Appell systems: theory and application to the n-particle fermion algebra
000195 (2012) René Schott [France] ; G. Stacey Staples [États-Unis]Operator Calculus on Graphs: Theory and Applications in Computer Science.
000245 (2011) René Schott [France] ; G. Stacey Staples [États-Unis]Connected components and evolution of random graphs: an algebraic approach
000256 (2011) René Schott [France] ; G. Stacey Staples [États-Unis]Nilpotent adjacency matrices and random graphs
000295 (2010) René Schott [France] ; G. Stacey Staples [États-Unis]Dynamic Geometric Graph Processes: Adjacency Operator Approach
000307 (2010) René Schott [France] ; G. Stacey Staples [États-Unis]Operator cohomology and cohomology in Clifford algebras
000372 (2008) René Schott [France] ; G. Stacey Staples [États-Unis]Partitions and Clifford algebras
000388 (2008) René Schott [France] ; G. Stacey Staples [États-Unis]Reductions in Computational Complexity Using Clifford Algebras

List of associated KwdEn.i

Nombre de
documents
Descripteur
7
1Appell systems
1Clifford algebras
1Evolution equations
1Graph processes
1Multi-constrained Routing
1Operator calculus
1Quantum probability
1Random graphs
1Routing problems
1message routing
1operator calculus
1semigroup algebras
1shortest paths

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