Results 1 to 10 of about 5,350,323 (287)
CW-complex Nagata idealizations [PDF]
Advances in Applied Mathematics, 2020 We introduce a novel construction which allows us to identify the elements of the skeletons of a CW-complex $P(m)$ and the monomials in $m$ variables. From this, we infer that there is a bijection between finite CW-subcomplexes of $P(m)$, which are quotients of finite simplicial complexes, and some bigraded standard Artinian Gorenstein algebras ...
Armando Capasso +2 more
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Frequency-Specific Transcranial Photobiomodulation Elicits Complementary Glial Mechanisms for Neurovascular Protection and Amyloid Clearance in Alzheimer Disease [PDF]
Cyborg and Bionic SystemsAlzheimer disease (AD), a devastating neurodegenerative disorder, is pathologically defined by amyloid-β (Aβ) deposition and neurofibrillary tangles. Critically, concomitant cerebrovascular dysfunction compromises neuronal homeostasis and significantly ...
Bowen Zhang +8 more
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A Cheeger-Buser-type inequality on CW complexes [PDF]
International Journal of Group Theory, 2023 We extend the definition of boundary expansion to CW complexes and prove a Cheeger-Buser-type relation between the spectral gap of the Laplacian and the boundary expansion of an orientable CW complex.
Grégoire Schneeberger
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Plants, 2021 The plant cell wall (CW) is a complex structure that acts as a mechanical barrier, restricting the access to most microbes. Phytopathogenic microorganisms can deploy an arsenal of CW-degrading enzymes (CWDEs) that are required for virulence.
Riccardo Lorrai, Simone Ferrari
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Predicting crown width using nonlinear mixed-effects models accounting for competition in multi-species secondary forests [PDF]
PeerJ, 2022 Crown width (CW) is an important tree variable and is often used as a covariate predictor in forest growth models. The precise measurement and prediction of CW is therefore critical for forest management.
Rui Hou, Zongzheng Chai
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On the homology groups $H_k(\mathbb{C}\Omega_n)$, $k=1, ..., n$
Researches in Mathematics, 2021 In the paper the homology groups of the $(2n+1)$-dimensional CW-complex $\mathbb{C}\Omega_n$ are investigated. The spaces $\mathbb{C}\Omega_n$ consist of complex-valued functions and generalize the widely known in the approximation theory spaces ...
A.M. Pasko
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The homology groups $H_{n+1} \left( \mathbb{C}\Omega_n \right)$
Researches in Mathematics, 2022 The topic of the paper is the investigation of the homology groups of the $(2n+1)$-dimensional CW-complex $\mathbb{C}\Omega_n$. The spaces $\mathbb{C}\Omega_n$ consist of complex-valued functions and are the analogue of the spaces $\Omega_n$, widely ...
A.M. Pasko
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CW decompositions of equivariant CW complexes [PDF]
Bulletin of the Australian Mathematical Society, 2002 we discuss conditions which ensure that a G-CW complex is G-homotopy equivalent to a CW complex with cellular action with respect to some CW decomposition of the compact Lie group G. For G = SU (2), we prove that for every G-CW complex X, there exists a CW complex Y which is G-homotopy equivalent to X, such that the action G × Y → Y is a cellular map.
Cencelj, M., Mramor Kosta, N.
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EVENT DETECTION USING MOBILE PHONE MASS GPS DATA AND THEIR RELIAVILITY VERIFICATION BY DMSP/OLS NIGHT LIGHT IMAGE [PDF]
ISPRS Annals of the Photogrammetry, Remote Sensing and Spatial Information Sciences, 2016 In this study, we developed a method to detect sudden population concentration on a certain day and area, that is, an “Event,” all over Japan in 2012 using mass GPS data provided from mobile phone users.
A. Yuki +3 more
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Primary lung cancer with chest wall involvement: Outcomes of a multimodality management approach
Lung India, 2021 Introduction: The incidence of lung cancer with chest wall (CW) involvement is approximately 5%. Surgical resection with tumor-free margin is the mainstay of the treatment but these patients generally require multimodality management.
Naveen Kumar +5 more
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