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D-branes of A-type, their deformations, and Morse cobordism of A-branes on Calabi-Yau 3-folds under a split attractor flow: Donaldson/Alexander-Hilden-Lozano-Montesinos-Thurston/Hurwitz/Denef-Joyce meeting Polchinski-Grothendieck
connected sum Morse cobordism D-brane of A-type Polchinski-Grothendieck Ansatz
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2011/1/17
In [L-Y5] (D(6): arXiv:1003.1178 [math.SG]) we introduced the notion of Azumaya C1-manifolds with a fundamental module and morphisms therefrom to a complex manifold. In the current sequel, we use this...
Deformation of a flexible polymer in a random flow with long correlation time
Deformation of a flexible polymer random flow long correlation time
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2010/12/28
The effects induced by long temporal correlations of the velocity gradients on the dynamics
of a flexible polymer are investigated by means of theoretical and numerical analysis of the Hookean and FE...
Max-Flow Min-Cut Theorems for Communication Networks Based on Equational Logic
Max-Flow Min-Cut Theorems Communication Networks Equational Logic
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2011/2/25
Traditionally, communication networks are modeled and analyzed in terms of information flows in
graphs. In this paper, we introduce a new symbolic approach to communication networks, where the topolo...
On the performance of the variational multiscale formulation for subsurface flow and transport in heterogeneous porous media
variational multiscale formulation subsurface flow and transport heterogeneous porous media
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2011/3/3
The following work compares two popular mixed nite elements used to model subsur-face
ow and transport in heterogeneous porous media; the lowest order Raviart-Thomas element and the variational mul...