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[PDF] Top 20 On the Identity Problem for the Special Linear Group and the Heisenberg Group

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On the Identity Problem for the Special Linear Group and the Heisenberg Group

On the Identity Problem for the Special Linear Group and the Heisenberg Group

... the Identity problem for matrix semigroups. The Identity problem is to decide whether there exists the identity matrix in the given matrix ...the Identity problem is NP ... See full document

23

The Group of Units of Integral Group Rings of Extra-Special 2-Groups

The Group of Units of Integral Group Rings of Extra-Special 2-Groups

... important problem on group rings is to describe precisely the group of units U (RG) of a group ring RG, where R is a commutative ring with identity and G is a finite ...this ... See full document

12

SPECIAL LINEAR GROUP SL(2, C) AND GENERATING FUNCTIONS FOR ULTRASPHERICAL POLYNOMIALS

SPECIAL LINEAR GROUP SL(2, C) AND GENERATING FUNCTIONS FOR ULTRASPHERICAL POLYNOMIALS

... formation of a basis set for a bending mode. Gegenbaur polynomial expansions are used to mitigate Gibb’s phenomenon Fourier-Bessel series solutions of a dynamic sphere problem. Also, these orthogonal polynomials ... See full document

11

Systems of semilinear evolution inequalities with temporal fractional derivative on the Heisenberg group

Systems of semilinear evolution inequalities with temporal fractional derivative on the Heisenberg group

... This paper is organized as follows. In Section , we present some essential facts from fractional calculus, more precisely, the definitions of the fractional derivative in the sense of Riemann-Liouville and in sense of ... See full document

15

Corporate Identity and Group Dignity

Corporate Identity and Group Dignity

... Corporate Identity Narratives The legal discussion of personhood (including corporate personhood) should not be confused with its philosophical ...the problem of personhood as related to identity―the ... See full document

49

\(L^{p}\) and BMO bounds for weighted Hardy operators on the Heisenberg group

\(L^{p}\) and BMO bounds for weighted Hardy operators on the Heisenberg group

... Meanwhile, the corresponding operator norm in each case will be obtained. In Section , we will introduce a type of weighted multilinear Hardy operators and investigate the char- acterizations of their weights for which ... See full document

12

Identity, homophily and in-group bias

Identity, homophily and in-group bias

... There is a final, somewhat provoking, message coming out of our exercise. Even though more homophily would probably lead to more discrimination (in-group bias) “for any given matching institution”, letting agents ... See full document

49

Hardy inequalities with Aharonov Bohm type magnetic field on the Heisenberg group

Hardy inequalities with Aharonov Bohm type magnetic field on the Heisenberg group

... Recently, a version of the Aharonov-Bohm magnetic field for a Grushin subelliptic oper- ator has been introduced by Aermark and Laptev []. Furthermore, such quadratic form also satisfies an improved Hardy inequality. In ... See full document

6

INTRINSIC CURVATURE OF CURVES AND SURFACES AND A GAUSS BONNET THEOREM IN THE HEISENBERG GROUP

INTRINSIC CURVATURE OF CURVES AND SURFACES AND A GAUSS BONNET THEOREM IN THE HEISENBERG GROUP

...  X 3 u k∇ H uk H  . A few remarks are now in order. The Riemannian approximation scheme which we use, can in general depend upon the choice of the complement to the horizontal distribution. Nevertheless, in the context ... See full document

37

Identity, homophily and in-group bias

Identity, homophily and in-group bias

... social identity more favorably (in-group ...out- group member. In treatment EXO in- and out-group matches are formed exogenously, while in ENDO participants can choose between in- and ... See full document

16

Social Identity and Group Lending

Social Identity and Group Lending

... social group and when to use a menu of joint liability ...of group lending programs in racially or culturally divided ...The problem may become further complicated if lending parties also biased ... See full document

26

A counterexample on a group partitioning problem

A counterexample on a group partitioning problem

... finite group, and S a non-empty subset of ...abelian group, covering three cases: | G | has at least one prime factor p ≡ 2 mod 3, no prime factor p ≡ 2 mod 3 but 3 is a factor of | G | , and lastly, where ... See full document

9

THE DEGREE OF THE SPECIAL LINEAR CHARACTERS OF A RANK TWO FREE GROUP. ======== To appear in Geometriae Dedicata ========

THE DEGREE OF THE SPECIAL LINEAR CHARACTERS OF A RANK TWO FREE GROUP. ======== To appear in Geometriae Dedicata ========

... general lift to this ambient affine space, although individual elements do lift to polynomial automorphisms. See, for instance, McCool [10]). The dynamics of this action is of current interest, particularly when F 2 ... See full document

18

Corporate identity at the stakeholder group level

Corporate identity at the stakeholder group level

... (Ashforth and Mael 1989, 33). The antecedents of corporate brand identification emerge from the corporate associations’ literature; corporate associations being “all the information about a company that a person holds” ... See full document

48

The Conflict-Oriented Group Identity of Partisanship

The Conflict-Oriented Group Identity of Partisanship

... Social identity theory views partisanship as a group identity (Huddy, Mason, and Aaroe 2010); you are a part of your party, and it is part of ...Social identity theory expects Americans to ... See full document

118

Federated Identity Management Interest Group

Federated Identity Management Interest Group

... policy group • We are developing a Trust framework – Enable interoperation (security teams) – Manage cross-infrastructure security risks – Develop policy ... See full document

19

The derived category of representations of the special linear group of degree two over a finite field

The derived category of representations of the special linear group of degree two over a finite field

... This subgroup Q is called a vertex of U ; it is a p-group, as this theorem indicates. A vertex of a module measures how far an indecomposable module is away from being projective (a module has vertex 1 if and only ... See full document

107

On an infinite integral linear group

On an infinite integral linear group

... has finite rank and k^X - k^ e f(i)A for all k^ e K^. Then the set of all such elements X is a normal subset of r and so generates a normal subgroup of T. T-Je could even use a descending chain vrhere each factor ... See full document

130

A NOTE ON BENEDICKS’ THEOREM ON HEISENBERG GROUP

A NOTE ON BENEDICKS’ THEOREM ON HEISENBERG GROUP

... the Heisenberg group is supported in a ‘thin set at infinity’ and the group Fourier transform f  () is a rank one operator for each 0, then the function f is the zero ... See full document

5

The Fourier transforms of Lipschitz functions on the Heisenberg group

The Fourier transforms of Lipschitz functions on the Heisenberg group

... the Heisenberg group an analogue of Bernstein’s theorem on the absolute convergence of the Fourier series of Lipschitz functions of order α > 1/2 on the circle group T = ...the special ... See full document

5

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