Results 11 to 20 of about 5,350,323 (287)
CW Complexes for Complex Algebraic Surfaces [PDF]
Experimental Mathematics, 2010 We describe CW complexes for complex projective algebraic surfaces in the context of practical computation of topological invariants.
Andrew Kresch, Kresch, A
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WHITNEY APPROXIMATION FOR SMOOTH CW COMPLEX
Kyushu Journal of Mathematics, 2022 We show a Whitney Approximation Theorem for a continuous map from a manifold to a smooth CW complex. This enables us to show that a topological CW complex is homotopy equivalent to a smooth CW complex in a category of topological spaces. It is also shown that, for any open covering of a smooth CW complex, there exists a partition of unity subordinate ...
岩瀨, 則夫 +2 more
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A CLOSED MANIFOLD IS A FAT CW COMPLEX [PDF]
Kyushu Journal of Mathematics, 2023 The main purpose of this paper is to introduce a new smooth version of a CW complex named a fat CW complex, and to show that it includes all closed manifolds, because existing smooth versions of CW complexes (e.g. [Iwa22]) do not have such property.
Iwase, Norio, Kojima, Yuki
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Products of CW-complexes [PDF]
Proceedings of the American Mathematical Society, 1982 We show that Liu’s characterization for the product K × L
Yoshio Tanaka
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Conceptual design of a 1MW 175MHz CW magnetron. [PDF]
, 2009 Recent advances in the control of CW magnetrons have raised the possibility of using these devices as the RF power sources for particle accelerators. This paper describes the conceptual design of a 1MW, 175MHz, CW magnetron and compares its performance ...
Carter, Richard G.
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The Betti numbers of the space $\mathbb{C}\Omega_3$
Researches in Mathematics, 2020 The space $\mathbb{C}\Omega_3$ is considered. The Betti numbers of the space $\mathbb{C}\Omega_3$ are calculated.
A.M. Pasko
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The fundamental group of the space $\Omega_n(m)$
Researches in Mathematics, 2022 In the present paper the spaces $\Omega_n(m)$ are considered. The spaces $\Omega_n(m)$, introduced in 2018 by A.M. Pasko and Y.O. Orekhova, are the generalization of the spaces $\Omega_n$ (the space $\Omega_n(2)$ coincides with $\Omega_n$).
A.M. Pasko
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Integrating in silico and in vitro analysis of peptide binding affinity to HLA-Cw*0102: a bioinformatic approach to the prediction of new epitopes. [PDF]
PLoS ONE, 2009 Predictive models of peptide-Major Histocompatibility Complex (MHC) binding affinity are important components of modern computational immunovaccinology. Here, we describe the development and deployment of a reliable peptide-binding prediction method for ...
Valerie A Walshe +12 more
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Antioxidants, 2023 Phaeophyceae (brown algae) essentially contribute to biotopes of cold and temperate seas. Their thalli are rich in biologically active natural products, which are strongly and universally dominated with phlorotannins—polyphenols of complex and diverse ...
Darya Meshalkina +11 more
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Discrete dynamics on noncommutative CW complexes
Applied General Topology, 2013 The concept of discrete multivalued dynamical systems for noncommutative CW complexes is developed. Stable and unstable manifolds are introduced and their role in geometric and topological configurations of noncommutative CW complexes is studied.
Vida Milani, Seyed M.H. Mansourbeigi
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