Results 11  20
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95
Y.: Efficient regularization of squared curvature
 In: IEEE conference on Computer Vision and Pattern Recognition (CVPR
, 2014
"... Curvature has received increased attention as an important alternative to length based regularization in computer vision. In contrast to length, it preserves elongated structures and fine details. Existing approaches are either inefficient, or have low angular resolution and yield results with st ..."
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Cited by 1 (1 self)
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with strong block artifacts. We derive a new model for computing squared curvature based on integral geometry. The model counts responses of straight line triple cliques. The corresponding energy decomposes into submodular and supermodular pairwise potentials. We show that this energy can be efficiently
Simulation of a scalar field on a fuzzy sphere
, 2009
"... The φ 4 real scalar field theory on a fuzzy sphere is studied numerically. We refine the phase diagram for this model where three distinct phases are known to exist: a uniformly ordered phase, a disordered phase, and a nonuniform ordered phase where the spatial SO(3) symmetry of the round sphere is ..."
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Cited by 11 (0 self)
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The fuzzy approximation scheme [1] consists in approximating the algebra of functions on a manifold with a finite dimensional matrix algebra and in principle provides a regularization of field theory on this space which can be used as an alternative to discretising the underlying space as is done in lattice
Regular leftcontinuous tnorms,
 Semigroup Forum
, 2008
"... Abstract A leftcontinuous (l.c.) tnorm is called regular if there is an n < ω such that the map x → x a has, for any a ∈ [0, 1], at most n discontinuity points, and if the function mapping every a ∈ [0, 1] to the set {x ∈ [0, 1] : lim y x y a = x} behaves in a specifically simple way. The tn ..."
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Cited by 4 (1 self)
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Abstract A leftcontinuous (l.c.) tnorm is called regular if there is an n < ω such that the map x → x a has, for any a ∈ [0, 1], at most n discontinuity points, and if the function mapping every a ∈ [0, 1] to the set {x ∈ [0, 1] : lim y x y a = x} behaves in a specifically simple way. The t
Controlled fuzzy parallel rewriting
 New Trends in Formal Languages — Control, Cooperation, and Combinatorics (1997), Lect. Notes. in Comp. Sci. 1218
"... Abstract. We study a Lindenmayerlike parallel rewriting system to model the growth of filaments (arrays of cells) in which developmental errors may occur. In essence this model is the fuzzy analogue of the derivationcontrolled iteration grammar. Under minor assumptions on the family of control lan ..."
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languages and on the family of fuzzy languages in the underlying iteration grammar, we show that (i) regular control does not provide additional generating power to the model, (ii) the number of fuzzy substitutions in the underlying iteration grammar can be reduced to two, and (iii) the resulting family
Interval Valued Fuzzy Sets from Continuous Archimedean Triangular Norms
 Proceedings of the Third IEEE Conference on Fuzzy Systems
, 1994
"... this paper is that, for strong and strict De Morgan triples, interval valued fuzzy sets are well defined. Theorem 3 of Turksen (1986) establishes the conditions under which the premise should hold for different families of connectives. Here, we establish the result for strict and strong De Morgan tr ..."
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this paper is that, for strong and strict De Morgan triples, interval valued fuzzy sets are well defined. Theorem 3 of Turksen (1986) establishes the conditions under which the premise should hold for different families of connectives. Here, we establish the result for strict and strong De Morgan
On intuitionistic fuzzy prime biideals of semigroups
"... Abstract: In this paper, we introduce the notions of intuitionistic fuzzy prime (resp. strongly prime and semiprime) biideals of a semigroup. By using these ideas we characterize those semigroups for which each intuitionistic fuzzy biideal is semiprime and strongly prime. Key words: Intuitionistic ..."
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: Intuitionistic fuzzy set; intuitionistic fuzzy biideal; intuitionistic fuzzy prime (resp. strongly prime and semiprime) biideal; regular and intraregular semigroups. 1.
Procedural Semantics for Fuzzy Disjunctive Programs
"... In the paper, we present a procedural semantics for fuzzy disjunctive programs with weak similarity  sets of graded strong literal disjunctions. We shall suppose that truth values (degrees) constitute a regular residuated lattice L = (L; , ; ),[;\;0; 1). A graded strong literal disjunction will ..."
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In the paper, we present a procedural semantics for fuzzy disjunctive programs with weak similarity  sets of graded strong literal disjunctions. We shall suppose that truth values (degrees) constitute a regular residuated lattice L = (L; , ; ),[;\;0; 1). A graded strong literal disjunction
ANYTIME FUZZY CONTROLLER
, 2006
"... Fuzzy logic has been successfully applied in various fields. However, as fuzzy controllers increase in size and complexity, the number of control rules increases exponentially and realtime behavior becomes more difficult. This thesis introduces an anytime fuzzy controller. Much work has been done ..."
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Fuzzy logic has been successfully applied in various fields. However, as fuzzy controllers increase in size and complexity, the number of control rules increases exponentially and realtime behavior becomes more difficult. This thesis introduces an anytime fuzzy controller. Much work has been done
The Decay of Accreting Triple Systems as Brown Dwarf Formation Scenario
, 2005
"... We investigate the dynamical decay of nonhierarchical accreting triple systems and its implications on the ejection model as Brown Dwarf formation scenario. A modified chainregularization scheme is used to integrate the equations of motion, that also allows for mass changes over time as well as fo ..."
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Cited by 2 (0 self)
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We investigate the dynamical decay of nonhierarchical accreting triple systems and its implications on the ejection model as Brown Dwarf formation scenario. A modified chainregularization scheme is used to integrate the equations of motion, that also allows for mass changes over time as well
Simpler Short Extenders Forcing Preserving Strong Cardinals
, 2006
"... Our aim is to define a version of a simpler short extenders forcing preserving strong cardinals. 1 The Main Preparation Forcing In this section we will redefine the preparation forcing of [6] in order to allow eventually to preserve strong cardinals. The definition will follow those of [6] with cert ..."
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] with certain additions. Fix two cardinals κ and θ such that κ < θ and θ is regular. Definition 1.1 The set P ′ consists of all sequences of triples. 〈〈A 0τ, A 1τ, C τ 〉  τ ∈ s〉 such that 1. s is a closed set of cardinals from the interval [κ+, θ) satisfying the following: (a) s ∩ δ < δ for each
Results 11  20
of
95