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The uniqueness of the rational Bézier polygon is unique
Computer Aided Geometric Design, 2022 Given a properly parameterized rational Bézier curve of irreducible degree, it is well-known that its control polygon is uniquely defined. We prove that this property is peculiar to the Bézier model. In the rational form associated with any other normalized polynomial basis, Moebius reparameterizations change the control polygon, so the same segment ...
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Canadian Medical Association Journal, 2021 We all mark milestones in our lives: we graduate, we marry, have children, retire. This week marked a unique milestone in my medical career, a milestone that was unthinkable when I graduated in 1976.
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Fractal fractional derivative on chemistry kinetics hires problem
AIMS Mathematics, 2022 In this work, we construct the fractional order model for chemical kinetics issues utilizing novel fractal operators such as fractal fractional by using generalized Mittag-Leffler Kernel. To overcome the constraints of the traditional Riemann-Liouville
Muhammad Aslam +5 more
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Advances in Mathematics, 2013 The main result of this paper is a characterization of properly infinite injective von Neumann algebras and of nuclear C*-algebras by using a uniqueness theorem, based on generalizations of Voiculescu's famous Weyl-von Neumann theorem.
Ping Wong Ng +3 more
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Knowledge to Manage the Knowledge Society: The Concept of Theoretical Incompleteness
Systems, 2016 After having outlined the essential differences between non-complex systems and complex systems we briefly recall the conceptual approaches considered by the pre-complexity General Systems Theory introduced by Von Bertalanffy in 1968 and those of the ...
Gianfranco Minati
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Entropy, 2018 This article focuses on several factors of complification, which worked during the evolution of our Universe. During the early stages of such evolution up to the Recombination Era, it was laws of quantum mechanics; during the Dark Ages it was gravitation;
George Mikhailovsky
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Long-time dynamics of a stochastic multimolecule oscillatory reaction model with Poisson jumps
AIMS Mathematics, 2022 This paper reveals dynamical behaviors in the stochastic multimolecule oscillatory reaction model with Poisson jumps. First, this system is proved to have a unique global positive solution via the Lyapunov technique.
Yongchang Wei, Zongbin Yin
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Uniqueness of large solutions [PDF]
, 2012 Given a nondecreasing nonlinearity $f$, we prove uniqueness of large solutions in the following two cases: the domain is the ball or the domain has nonnegative mean curvature and the nonlinearity is asymptotically ...
Costin, Ovidiu +2 more
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Primate Social Cognition: Uniquely Primate, Uniquely Social, or Just Unique? [PDF]
Neuron, 2010 Primates undoubtedly have impressive abilities in perceiving, recognizing, manipulating, and predicting other individuals, but only great apes seem to recognize the cognitive basis of manipulative and cooperative tactics or the concept of self. None of these abilities is unique to primates.
Richard W. Byrne, Lucy A. Bates
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