Results 21 to 30 of about 7,222 (223)
Simulation of perspective by nonlinear transformations
A feature of the brain processing the visualization of objects is such that objects that are much farther away from the eye look smaller than closer objects to the eye.
Yotam I. Gingold, Harry Gingold
doaj +1 more source
Compactification of supermembranes [PDF]
We look at the vertical dimensional reduction of the supermembrane of M-theory to the D2-brane of Type IIA string theory. Our approach considers the soliton solutions of the two low energy field limits, D=11 and D=10 Type IIA supergravities, rather than the worldvolume actions. It is thus necessary to create a periodic array.
Codirla, C., Perry, M. J.
openaire +2 more sources
Approach uniformities were introduced in Lowen and Windels (1998) as the canonical generalization of both metric spaces and uniform spaces. This text presents in this new context of quantitative uniform spaces, a reflective completion theory which ...
Robert Lowen, Bart Windels
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A correspondence between proximity homomorphisms and certain frame maps via a comonad [PDF]
We exhibit the proximity frames and proximity homomorphisms as a Kleisli category of a comonad whose underlying functor takes a proximity frame to its frame of round ideals.
Ando Razafindrakoto
doaj +1 more source
Bubble tree compactification of instanton moduli spaces [PDF]
We study the compactification of moduli spaces defined by the anti-self-dual (ASD) Yang-Mills equations on SU(2) or SO(3) bundles over closed oriented Riemannian 4-manifolds and 4-orbifolds.
Qiao, Shuaige
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Compactifications of convergens spaces
This paper summarizes most of the results to date on convergence space compactifications, and establishes necessary and sufficient conditions for the existence of largest and smallest compactifications subject to various conditions imposed upon the ...
D. C. Kent, G. D. Richardson
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In this paper we consider Giseker-Maruyama moduli scheme M := MP3(2;¡1; 2; 0) of stable coherent torsion free sheaves of rank 2 with Chern classes c1 = -1, c2 = 2, c3 = 0 on 3-dimensional projective space P3.
M. A. Zavodchikov
doaj +1 more source
Wonderful compactifications of Bruhat-Tits buildings [PDF]
Given a split semisimple group over a local field, we consider the maximal Satake-Berkovich compactification of the corresponding Euclidean building. We prove that it can be equivariantly identified with the compactification which we get by embedding the
Bertrand Remy +2 more
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Holography and compactification [PDF]
11 pages, 1 ...
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A NEW COMPACTIFICATION OF TEICHMÜLLER SPACE [PDF]
We construct a new compactification of Teichmüller space. We prove that this new compactification is finer than the Gardiner–Masur compactification of Teichmüller space and the action of the mapping class group on Teichmüller space extends continuously ...
Liu, Lixin, Shi, Yaozhong
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