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Author
    Koiller, Jair (3)Araújo, Gerusa Alexsandra de (1)Boatto, Stefanella (1)Craizer, Marcos (1)Ehlers, Kurt Friedrich (1)Fernandez, Pedro Jesus (1)Ferrari, Pablo Augusto (1)Grynberg, Sebastian P. (1)Teixeira, Ralph Costa (1)
Subject
    Amostragem (Estatística) (1)Chaplygin systems (1)Connections And Curvature (1)Curvatura (1)Curvature Motion (1)Dinâmica de fluídos - Modelos matemáticos (1)Fluxo de Stokes (1)Generalized chaplygin systems (1)Geodesics (Mathematics) (1)Green functions (1)... View More
Knowledge Area
    Matemática (5)
Date Issued
    2009 (1)2007 (2)2004 (1)2003 (1)
Document type
    Article (Journal/Review) (4)Conference Proceedings (1)

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Vortex pairs on surfaces 

Koiller, Jair; Boatto, Stefanella (Amer Inst Physics, 2009)
A pair of infinitesimally close opposite vortices moving on a curved surface moves along a geodesic, according to a conjecture by Kimura. We outline a proof. Numerical simulations are presented for a pair of opposite ...
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Perfectly random sampling of truncated multinormal distributions 

Fernandez, Pedro Jesus; Ferrari, Pablo Augusto; Grynberg, Sebastian P. (Applied Probability Trust, 2007-12)
The target measure mu is the distribution of a random vector in a box B, a Cartesian product of bounded intervals. The Gibbs sampler is a Markov chain with invariant measure mu. A 'coupling from the past' construction of ...
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Rubber rolling over a sphere 

Koiller, Jair; Ehlers, Kurt Friedrich (Maik Nauka/Interperiodica/Springer, 2007-04)
Rubber coated bodies rolling over a surface satisfy a no-twist condition in addition to the no slip condition satisfied by 'marble' coated bodies [1]. Rubber rolling has an interesting differential geometric appeal because ...
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Evolution of an extremum by curvature motion 

Craizer, Marcos; Teixeira, Ralph Costa (Academic Press Inc., 2004)
In this paper we consider the evolution of an isolated extremum of a function under the curvature motion in the plane. We define different notions of circular extrema and show that, immediately after the motion begins, the ...
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Self-propulsion of N-hinged 'Animats' at low Reynolds number 

Araújo, Gerusa Alexsandra de; Koiller, Jair (2003)
Optimal locomotion of micro-organisms (on a small Reynolds number flow) can be regarded as a sub-riemannian geometry on a principal bundle with a mechanical connection. Aiming at robotic applications, flagella are modeled ...

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