Results 131 to 140 of about 7,206,815 (339)
On the topology of simply connected algebraic surfaces [PDF]
, 1980 Richard Mandelbaum, Boris Moishezon
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Advanced Functional Materials, EarlyView.Eco‐friendly nanowave‐textured implants produced via femtosecond laser fabrication enhance bone regeneration by orchestrating a precise mechanotransduction cascade. This nanotopography directs mesenchymal stem cell alignment and cytoskeletal organization, triggering changes in nuclear shape and chromatin acetylation that prime cells for osteogenesis ...
Bosu Jeong +15 more
wiley +1 more source
Design of Spiral Bevel Gear Tooth Surface Topology
Jixie chuandong, 2019 The driving performance of low-noise and high-strength spiral bevel gears（include spiral bevel gear and cycloid bevel gear） is required to be improved by advanced equipment.
Chunshui Wu, Jing Deng, Chuang Jiang
doaj
Influence of carbon source on cell surface topology of Thermomonospora curvata [PDF]
, 1992 F Hostalka +2 more
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Advanced Functional Materials, EarlyView.Simultaneous utilization of calix[4]pyrrole‐ and crown ether‐based molecular recognition allows the construction of a high molecular weight alternating supramolecular polymer. This heat processible polymer can be used as a durable and reusable adhesive on glass and steel with temperature‐enhanced adhesion strength without the need for a solvent ...
Deniz Memis, Abdullah Aydogan
wiley +1 more source
Polycrystalline Diamond Coating on Orthopedic Implants: Realization and Role of Surface Topology and Chemistry in Adsorption of Proteins and Cell Proliferation. [PDF]
ACS Appl Mater Interfaces, 2022 Zalieckas J +12 more
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Embedded Minimal Surfaces of Finite Topology [PDF]
, 1990 David Hoffman, William H. Meeks
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Influence of surface topology on the electrical response of many bead assemblies
, 2012 We propose an interpretation of the voltage creep observed in metallic grain assemblies based on the sensitivity of the electrical properties to the surface topology of the beads.
A. Tekaya, R. Bouzerar, V. Bourny
semanticscholar +1 more source
Topological Complexities of Surfaces
, 2014 The sphere $S^2$ and the torus $T^2$ are the only closed connected surfaces for which higher topological complexities are known (for each $n\in\{2,3,...\}\subset\mathbb{N}$, $\mathrm{TC}_n(S^2)=n$ and $\mathrm{TC}_n(T^2)=2n-2$). This text aims to find topological complexities for most other closed connected surfaces.
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Quantum Wilson surfaces and topological interactions [PDF]
Journal of High Energy Physics, 2019 Abstract We introduce the description of a Wilson surface as a 2-dimensional topological quantum field theory with a 1-dimensional Hilbert space. On a closed surface, the Wilson surface theory defines a topological invariant of the principal G-bundle P → Σ.
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