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Explicit Examples
, 1992
"... We show that all solutions to the vacuum Einstein field equations may be mapped to instanton configurations of the Ashtekar variables. These solutions are characterized by properties of the moduli space of the instantons. We exhibit explicit forms of these configurations for several wellknown solut ..."
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We show that all solutions to the vacuum Einstein field equations may be mapped to instanton configurations of the Ashtekar variables. These solutions are characterized by properties of the moduli space of the instantons. We exhibit explicit forms of these configurations for several well
Explicit Examples of Strebel Differentials
, 2009
"... In this paper, we investigate Strebel differentials, which are a special class of quadratic differentials on Riemann surfaces. We now give a few definitions. Definition: Given a meromorphic quadratic differential ω on a Riemann surface X, a curve γ: I → X which avoids the poles of ω is part of a hor ..."
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In this paper, we investigate Strebel differentials, which are a special class of quadratic differentials on Riemann surfaces. We now give a few definitions. Definition: Given a meromorphic quadratic differential ω on a Riemann surface X, a curve γ: I → X which avoids the poles of ω is part of a hori
Some Explicit Examples
"... We discuss the mechanism by which adinkras holographically store the required information for the Spin(1, 3) Clifford Algebra fiber bundle in the cases of three 4D, N = 1 representations: the chiral, vector and tensor supermultiplets. ..."
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We discuss the mechanism by which adinkras holographically store the required information for the Spin(1, 3) Clifford Algebra fiber bundle in the cases of three 4D, N = 1 representations: the chiral, vector and tensor supermultiplets.
OBSTRUCTIONS TO EMBEDDABILITY INTO HYPERQUADRICS AND EXPLICIT EXAMPLES
"... The purpose of this paper is to propose a method of constructing explicit examples of real submanifolds in C n that do not admit holomorphic embeddings into hyperquardics of larger dimension. It is always a natural question whether one can embedd a general manifold with a given structure ..."
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Cited by 7 (1 self)
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The purpose of this paper is to propose a method of constructing explicit examples of real submanifolds in C n that do not admit holomorphic embeddings into hyperquardics of larger dimension. It is always a natural question whether one can embedd a general manifold with a given structure
Generalized gamma convolutions . . . with Explicit Examples
, 2008
"... In Section 1, we present a number of classical results concerning the Generalized Gamma Convolution ( : GGC) variables, their WienerGamma representations, and relation with the Dirichlet processes. • To a GGC variable, one may associate a unique Thorin measure. Let G a positive r.v. and Γt(G) ( ..."
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(G) ( resp. Γt(1/G) ) the Generalized Gamma Convolution with Thorin measure ttimes the law of G (resp. the law of 1/G). In Section 2, we compare the laws of Γt(G) and Γt(1/G). • In Section 3, we present some old and some new examples of GGC variables, among which the lengths of excursions of Bessel
Explicit examples of birationally rigid Fano varieties
 Mosc. Math. J
"... Abstract. We construct explicit examples of divisorially canonical Fano double spaces. Their direct products are birationally rigid Fano varieties with finitely many structures of a rationally connected fiber space. 2000 Math. Subj. Class. 14E05. Key words and phrases. Birational geometry, birationa ..."
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Cited by 2 (1 self)
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Abstract. We construct explicit examples of divisorially canonical Fano double spaces. Their direct products are birationally rigid Fano varieties with finitely many structures of a rationally connected fiber space. 2000 Math. Subj. Class. 14E05. Key words and phrases. Birational geometry
An explicit example of a noncrossed product division algebra
 Math. Nachr
"... Key words noncrossed products, twisted polynomials, skew polynomials, twisted Laurent series, skew Laurent series, noncommutative valuations, computational algebraic number theory, relative norm equations, extension of automorphisms. MSC (2000) Primary 16S35; Secondary 16K20, 16W60, 11Y40 The paper ..."
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Cited by 6 (4 self)
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presents an explicit example of a noncrossed product division algebra of index and exponent 8 over the field Q(s)(t). It is an iterated twisted function field in two variablesD(x, σ)(y, τ) over a quaternion division algebra D which is defined over the number field Q(
Finding all flux vacua in an explicit example
, 2012
"... We explicitly construct all supersymmetric flux vacua of a particular CalabiYau compactification of type IIB string theory for a small number of flux carrying cycles and a given D3brane tadpole. The analysis is performed in the large complex structure region by using the polynomial homotopy cont ..."
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Cited by 13 (7 self)
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We explicitly construct all supersymmetric flux vacua of a particular CalabiYau compactification of type IIB string theory for a small number of flux carrying cycles and a given D3brane tadpole. The analysis is performed in the large complex structure region by using the polynomial homotopy
FlemingViot processes: two explicit examples
, 2016
"... Abstract. The purpose of this paper is to extend the investigation of the FlemingViot process in discrete space started in a previous work to two specific examples. The first one corresponds to a random walk on the complete graph. Due to its geometry, we establish several explicit and optimal formu ..."
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Abstract. The purpose of this paper is to extend the investigation of the FlemingViot process in discrete space started in a previous work to two specific examples. The first one corresponds to a random walk on the complete graph. Due to its geometry, we establish several explicit and optimal
Results 1  10
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