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6661por Lvovski, Serge“…The author stresses the aspects of complex analysis that are most important for the student planning to study algebraic geometry and related topics. The exposition is rigorous but elementary: abstract notions are introduced only if they are really indispensable. …”
Publicado 2020
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6662“…The warm-up of the first two chapters includes a discussion of algebraic operations on points in the plane, and of Euclidean plane movements. …”
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6663“…The general idea of this technique is simply based on reducing this kinds of coupled systems into systems of algebraic equations which are easily to deal with and solve. …”
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6664“…This gives the system of difference algebraic equations and is solved by the Thomas algorithm. …”
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6665“…The probable shape, size, and orientation of desmosomes of the cells comprising the secretory tubules in rat submaxillary gland was determined by statistical and algebraic methods applied to electron micrographs. …”
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6666por Boykett, Tim“…We see some strong connections with isotopy, this being one of the classes of algebras (along with quasigroups) closed under isotopy. …”
Publicado 2013
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6667“…In this paper, we extend this result and put forward a generalized method which can completely solve the family of systems of Diophantine equations x (2) − 6y (2) = −5 and x = az (2) − b for each pair of integral parameters a, b. The proof utilizes algebraic number theory and p-adic analysis which successfully avoid discussing the class number and factoring the ideals.…”
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6668“…Under load conditions, sensorless online algebraic approach is proposed, and it is compared with sensorless reduced order observer approach. …”
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6669“…In addition, in order to effectively compensate for the estimation error, the gain of the proposed observer is chosen from the ARE (algebraic Riccati equations) which depend on the Lipschitz constant. …”
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6670por Onaka, Susumu“…To consider such near polyhedral shapes, algebraic formulas of extended superspheres that can express intermediate shapes between spheres and various polyhedra have been presented. …”
Publicado 2016
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6671por Yasuda, Kenji“…Analysis of epigenetic information was developed starting from the twin complementary viewpoints of cells regulation as an 'algebraic' system (emphasis on the temporal aspect) and as a 'geometric' system (emphasis on the spatial aspect). …”
Publicado 2004
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6672“…We then demonstrate that the mingled state displays algebraic structural correlations also found in driven binary mixtures. …”
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6673“…Hence, an alternative approach is the discrete adjoint method, where the adjoint differential equations are replaced by algebraic equations. Therefore, a finite difference scheme is constructed for the adjoint system directly from the numerical time integration method. …”
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6674“…We then show that these transformational symmetries (encoded in algebraic identities) are preserved even when individuals at the present are sampled with some probability. …”
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6675“…We prove that [Formula: see text] and [Formula: see text] are freely generated in their respective natural varieties of algebras [Formula: see text] and [Formula: see text], and that the equational theory of [Formula: see text] is decidable.…”
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6676“…One important application of quantum process algebras is to formally verify quantum communication protocols. …”
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6677por Bazhenov, Nikolay, Mustafa, Manat, San Mauro, Luca, Sorbi, Andrea, Yamaleev, Mars“…For any notation a for a non-zero computable ordinal, we prove several algebraic properties of the degree structure induced by [Formula: see text] on the [Formula: see text] equivalence relations. …”
Publicado 2020
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6678por Butt, Saad Ihsan, Kashuri, Artion, Tariq, Muhammad, Nasir, Jamshed, Aslam, Adnan, Gao, Wei“…In this paper, the idea and its algebraic properties of n–polynomial exponential type p–convex function have been investigated. …”
Publicado 2020
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6679“…This work is a novel application of category theory for designing a network model focusing on a universal algebraic structure.…”
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6680“…In this work, we start from a phenomenological Hamiltonian built from two known systems: the Hamiltonian of a pumped optomechanical system and the Jaynes-Cummings Hamiltonian. Using algebraic techniques we construct an approximate time evolution operator [Formula: see text] for the forced optomechanical system (as a product of exponentials) and take the JC Hamiltonian as an interaction. …”
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