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A Geometric Model for Stochastic Automata
IEEE Transactions on Computers, 1974This paper is concerned with the problem of equivalence and dominance relations between sequential stochastic machines. We first introduce the transition output stochastic automaton together with the notion of pseudoautomaton. In Section III, we establish some fundamental properties concerning the rank of a stochastic automaton.
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A Geometric Model for Cortical Magnification
2000A Riemannian manifold endowed with a conformal metric is proposed as a geometric model for the cortical magnification that characterises foveal systems. The eccentricity scaling of receptive fields, the relative size of the foveola, as well as the fraction of receptive fields involved in foveal vision can all be deduced from it.
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Geometric Modeling and Processing
Computer Aided Geometric Design, 2009Falai Chen, Bert Jüttler
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1975
As mentioned in section II-1, the X-ray installation as a measurement tool was already made use of in the beginning of this century. Some methods in use nowadays for the determination of intraventricular volume originate from those applied to total heart volume measurement. Since the introduction of the orthodiagraphic projection method by MORITZ (1900)
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As mentioned in section II-1, the X-ray installation as a measurement tool was already made use of in the beginning of this century. Some methods in use nowadays for the determination of intraventricular volume originate from those applied to total heart volume measurement. Since the introduction of the orthodiagraphic projection method by MORITZ (1900)
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1998
Summary: A class of nonlinear \(\sigma\)-models coupled to gravity is defined by identifying the coordinates of spacetime with the components of a set of scalar fields. The obtained theories have purely geometric character and necessarily possess soliton solutions with topologically nontrivial scalar sectors.
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Summary: A class of nonlinear \(\sigma\)-models coupled to gravity is defined by identifying the coordinates of spacetime with the components of a set of scalar fields. The obtained theories have purely geometric character and necessarily possess soliton solutions with topologically nontrivial scalar sectors.
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Elucidation of molecular crystals with one-, two- or three-dimensional geometrical models
Acta Crystallographica Section B: Structural Science, Crystal Engineering and Materials, 2023Vladislav Blatov
exaly
Multiresolution geometric models
Computer-Aided Design, 2000Pere Brunet, Roberto Scopigno
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Geometric Modeling and Processing 2006
Computer Aided Geometric Design, 2007Myung-Soo Kim, Kenji Shimada
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