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T_0 functional Alexandroff topologies are partial metrizable
If f : X → X is a function, the associated functional Alexandroff topology on X is the topology whose closed sets are { A ⊆ X : f ( A ) ⊆ A } . We prove that every functional Alexandroff topology is pseudopartial metrizable and every T0 functional ...
Homeira Pajoohesh
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Current developments in Coot for macromolecular model building of Electron Cryo-microscopy and Crystallographic Data. [PDF]
Casañal A, Lohkamp B, Emsley P.
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Some of the next articles are maybe not open access.
Grain boundary complexions and pseudopartial wetting
Current Opinion in Solid State and Materials Science, 2016Boris B Straumal, B Baretzky
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Estimated Pseudopartial‐Likelihood Method for Correlated Failure Time Data with Auxiliary Covariates
Biometrics, 2009Yanyan Liu, Haibo Zhou, Jianwen Cai
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Analysis of Pseudopartial and Partial Wetting of Various Substrates by Lead
Langmuir, 2004Stephen Garoff, P Wynblatt
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Pseudopartial Wetting and Precursor Film Growth in Immiscible Metal Systems
Langmuir, 2004Jaehyun Moon +2 more
exaly
Pseudopartial wetting of W/W grain boundaries by the nickel-rich layers
Materials Letters, 2017Boris B Straumal, B Baretzky
exaly
Comment on Pseudopartial Wetting and Precursor Film Growth in Immiscible Metal Systems
Langmuir, 2005Daniel Bonn +2 more
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Reply to Comment on Pseudopartial Wetting and Precursor Film Growth in Immiscible Metal Systems
Langmuir, 2005Jaehyun Moon +2 more
exaly
Journal of Dynamic Systems, Measurement and Control, Transactions of the ASME, 2016
Chidentree Treesatayapun +1 more
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Chidentree Treesatayapun +1 more
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