Search results for " symmetric"

showing 10 items of 78 documents

Multialternating graded polynomials and growth of polynomial identities

2012

Let G be a finite group and A a finite dimensional G-graded algebra over a field of characteristic zero. When A is simple as a G-graded algebra, by mean of Regev central polynomials we construct multialternating graded polynomials of arbitrarily large degree non vanishing on A. As a consequence we compute the exponential rate of growth of the sequence of graded codimensions of an arbitrary G-graded algebra satisfying an ordinary polynomial identity. In particular we show it is an integer. The result was proviously known in case G is abelian.

Discrete mathematicsPure mathematicsHilbert series and Hilbert polynomialMathematics::Commutative AlgebraApplied MathematicsGeneral MathematicsMathematics::Rings and AlgebrasGraded ringMathematics - Rings and AlgebrasGraded Lie algebramultialternating polynomialFiltered algebrasymbols.namesakeReciprocal polynomialRings and Algebras (math.RA)Differential graded algebraFactorization of polynomialssymbolsFOS: MathematicsElementary symmetric polynomial16R50 16P90 16R10 16W50Mathematics
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Symmetry-assisted adversaries for quantum state generation

2011

We introduce a new quantum adversary method to prove lower bounds on the query complexity of the quantum state generation problem. This problem encompasses both, the computation of partial or total functions and the preparation of target quantum states. There has been hope for quite some time that quantum state generation might be a route to tackle the $backslash$sc Graph Isomorphism problem. We show that for the related problem of $backslash$sc Index Erasure our method leads to a lower bound of $backslash Omega(backslash sqrt N)$ which matches an upper bound obtained via reduction to quantum search on $N$ elements. This closes an open problem first raised by Shi [FOCS'02]. Our approach is …

Discrete mathematicsQuantum PhysicsReduction (recursion theory)Informatique généraleOpen problemMultiplicative function0102 computer and information sciences01 natural sciencesUpper and lower boundsComputer Science - Computational ComplexityRepresentation theory of the symmetric group010201 computation theory & mathematicsQuantum state0103 physical sciencesGraph isomorphism010306 general physicsQuantumMathematics
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A general procedure for the construction of Gorges polygons for multi-phase windings of electrical machines

2018

This paper presents a simple and effective procedure for the determination of the Gorges polygon, suitable for all possible winding configurations in electrical machines. This methodology takes into account the determination of a Winding Distribution Table (WDT), in which all the information about the distribution of the currents along the stator periphery is computed and from which the Görges polygon are easily derived. The proposed method can be applied to both symmetrical and asymmetrical multi-phase windings, including concentrated, fractional, reduced and dead-coil ones. The examples provided in this paper demonstrate the versatility of the proposed method.

Distribution (number theory)Computer scienceMulti phaseStator020209 energy02 engineering and technologySettore ING-IND/32 - Convertitori Macchine E Azionamenti ElettriciTopologylaw.inventionHarmonic analysisstar of slotsElectrical machineSimple (abstract algebra)lawElectrical machinesdead-coil windings0202 electrical engineering electronic engineering information engineeringreduced systemsAsymmetrical windingElectrical machines winding design symmetrical winding asymmetrical winding reduced systems dead-coil windings star of slots.Renewable Energy Sustainability and the Environmentwinding designreduced systemstar of slotVisualizationElectromagnetic coilAutomotive EngineeringPolygonsymmetrical windingdead-coil winding2018 Thirteenth International Conference on Ecological Vehicles and Renewable Energies (EVER)
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Elastoplastic analysis by the multidomain Symmetric Boundary Element Method

2009

Elastoplasticity Symmetric Boundary Element Method Multidomain Approach Singular Domain IntegralSettore ICAR/08 - Scienza Delle Costruzioni
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"Table 4" of "Search for a right-handed gauge boson decaying into a high-momentum heavy neutrino and a charged lepton in $pp$ collisions with the ATL…

2019

Observed 95% CL exclusion contours in the $(m_{N_R}, m_{W_R})$ plane in the muon channel.

Exclusion limits13000.0WR --> NR lRight-hanedeHeavy neutrinoGauge BosonLeft-Right SymmetricP P --> WR
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"Table 2" of "Search for a right-handed gauge boson decaying into a high-momentum heavy neutrino and a charged lepton in $pp$ collisions with the ATL…

2019

Observed 95% CL exclusion contours in the $(m_{N_R}, m_{W_R})$ plane in the electron channel.

Exclusion limits13000.0WR --> NR lRight-hanedeHeavy neutrinoGauge BosonLeft-Right SymmetricP P --> WR
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"Table 3" of "Search for a right-handed gauge boson decaying into a high-momentum heavy neutrino and a charged lepton in $pp$ collisions with the ATL…

2019

Expected 95% CL exclusion contours in the $(m_{N_R}, m_{W_R})$ plane in the muon channel.

Exclusion limits13000.0WR --> NR lRight-hanedeHeavy neutrinoGauge BosonLeft-Right SymmetricP P --> WR
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"Table 1" of "Search for a right-handed gauge boson decaying into a high-momentum heavy neutrino and a charged lepton in $pp$ collisions with the ATL…

2019

Expected 95% CL exclusion contours in the $(m_{N_R}, m_{W_R})$ plane in the electron channel.

Exclusion limits13000.0WR --> NR lRight-hanedeHeavy neutrinoGauge BosonLeft-Right SymmetricP P --> WR
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Body forces and thermoelasticity in the SGBEM

2003

This paper proposes a revisiting of the displacement method performed through a domain substructuring into macro-zones named BelementsThis paper proposes a revisiting of the displacement method performed through a domain substructuring into macro-zones named Belements in the ambit of the Symmetric Galerkin Boundary Element Method. The external actions are the boundary forces and the constraint subsidings, as well as the body forces b and the anelastic strains ϑ . In order better to connect the method to the boundary geometry of each B-element the volume integrals of b and ϑ are transformed into line integrals in the discretized B-elements. The KARNAK sGbem program is utilized for some examp…

Galerkin approach Symmetric Boundary Element Method SubstructuringSettore ICAR/08 - Scienza Delle Costruzioni
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Geodesics on spaces of almost hermitian structures

1994

A natural metric on the space of all almost hermitian structures on a given manifold is investigated.

Hermitian symmetric spacePure mathematicsGeodesicGeneral MathematicsMathematical analysisSpace (mathematics)Fubini–Study metricHermitian matrixMetric (mathematics)Hermitian manifoldMathematics::Differential GeometryComplex manifoldMathematics::Symplectic GeometryMathematicsIsrael Journal of Mathematics
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