simply connected
Computing Robin problem on unbounded simply connected domain via an integral equation with the generalized Neumann kernel
... Many applications of the Laplacian differential operator are related to physical geodesy, measurement [1-2], while the application of mixed boundary value problem has been developed only during recent century [3]. In ...
5
The classification of simply connected biquotients of dimension at most 7 and 3 new examples of almost positively curved manifolds
... every simply connected biquotient is diffeo- morphic to one of the form G//U where G is simply connected, U is connected, and no simple factor of U acts transitively on any simple ...
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THE CLASSIFICATION OF SIMPLY CONNECTED BIQUOTIENTS OF DIMENSION AT MOST 7 AND 3 NEW EXAMPLES OF ALMOST POSITIVELY CURVED MANIFOLDS
... every simply connected biquotient is diffeo- morphic to one of the form G//U where G is simply connected, U is connected, and no simple factor of U acts transitively on any simple ...
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Online Capacitance Modeling Tool for Conductors Represented as Simply Connected Polygonal Geometries in 2D
... We present an online tool for calculating the capacitance between two conductors represented as simply-connected po- lygonal geometries in 2D with Dirichlet boundaries and homogeneous dielectric. Our tool ...
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Integral equation approach for computing green's function on unbounded simply connected region
... in simply connected regions with smooth ...bounded simply connected region ...unbounded simply connected region by getting a unique solution of the exterior Dirichlet problem ...
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Simply connected fast escaping Fatou components
... a simply connected fast escaping Fatou component was given by Bergweiler [4], using a quasi-conformal surgery technique from ...multiply connected Fatou ...multiply connected Fatou components ...
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An integral equation method for solving neumann problems on simply and multiply connected regions with smooth boundaries
... A Neumann problem is a boundary value problem of determining a harmonic function interior or exterior to a region with prescribed values of its normal derivative on the boundary. Applications of Neumann problems abound ...
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The Brauer complex and its applications to the Chevalley groups
... CHAPTER 6 THE BRAUER COMPLEX AND THE NUMBER OF a-STABLE SEMI-SIMPLE' CONJUGACY GLASSES IN A GIVEN FAMILY In this chapter G will denote a simple simply connected' algebraic group... So in[r] ...
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Compact Solvmanifolds with a Closed G2 Structure
... Natural generalizations of Einstein metrics are given by Ricci solitons, which have been introduced by Hamilton in [19]. All known examples of nontrivial homogeneous Ricci solitons are solsolitons. They are right ...
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C L A S S I FI C A T I O N O F C O H O MO G E N E I T YO N EM A N I FO L D S IN L O W D I ME N S I O N S
... with simply connected cohomogeneity one manifolds, it will be important to be able to determine the fundamental group of the manifold using only the group ...give simply connected ...and ...
118
Infinitesimal invariants in a function algebra
... reductive connected linear algebraic group over an algebraically closed field of positive characteristic and let g be its Lie ...is simply connected and g satisfies a mild condition, the algebra K[G] ...
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Layered circle packings
... The discrete uniformization theorem of Beardon and Stephenson [1] states that every in- finite simply connected triangulation has a circle packing which fills either the Euclidean plane C or the hyperbolic ...
12
Some topics in the theory of supermanifolds
... complete, simply connected restricted supermanifold not admitting the tangent bundle of the core manifold as a covering, of dimension 2 over B]_, namely S 3 x R considered as a cylinder bundle over S 2 ...
133
Diffeomorphism groups of connected sum of a product of spheres and classification of manifolds
... smooth, closed simply connected manifold of type p= 3,5,6,7 rood 8 then the number of differentiable.. manifolds up to diffeomorphism satisfying the above is equal to.[r] ...
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Integral representations for solutions of some BVPs for the Lamé system in multiply connected domains
... each connected component of the boundary. While in a simply connected domain the solution of the traction problem can be always represented by means of a double layer potential (provided that, of ...
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Shen_unc_0153D_19179.pdf
... We present our original work on degree one del Pezzo surface in Chapter 6. Due to the non-primitive linear system we choose, the geometry between the surfaces are more involved. The singularities of the relative Prym ...
93
1503.04806.pdf
... Now, in the special context of the (2, 0) theories, it is well known that the center of the associated simply connected Lie group also determines the obstruction to specifying a partitio[r] ...
24
Polynomial representations of symplectic groups
... In this section we describe a formula, due to Weyl [1], for the dimension of an irreducible rational module of a semisimple simply connected algebraic group G over an algebraically close[r] ...
158
The Kakeya Problem
... This research paper concentrates on the Kakeya problem. After the introduc- tion of historical issue, we provide a thorough presentation of the results of Kakeya problem with some examples of the early solutions as well ...
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Singular Cochains and rational Homotopy Type
... of connected differential graded Lie Q-algebras ...for simply connected space X, a rephrasing of this could say that a model Q induces a bijection on weak rational homotopy types, and that two maps ...
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