Results 21 to 30 of about 1,052,363 (331)
Stratified Spaces: Joining Analysis, Topology and Geometry [PDF]
For manifolds, topological properties such as Poincaré duality and invariants such as the signature and characteristic classes, results and techniques from complex algebraic geometry such as the Hirzebruch-Riemann-Roch theorem, and results from global analysis such as the Atiyah-Singer index theorem, worked hand in hand in the past to weave a tight web
Markus Banagl +2 more
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ALEXANDROV $L$-TOPOLOGIES AND $L$-JOIN MEET APPROXIMATION OPERATORS [PDF]
In this paper, we investigate the properties of L-fuzzy relations and L-join meet approximation operators induced by Alexandrov L-topologies in complete residuated lattices. We investigate relations among their operations, L-fuzzy relations and Alexandrov L-topologies.
Y.C. Kim
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JOIN PRESERVING MAPS, FUZZY PREORDERS AND ALEXANDROV FUZZY TOPOLOGIES [PDF]
Y.C. Kim
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Predicative theories of continuous lattices [PDF]
We introduce a notion of strong proximity join-semilattice, a predicative notion of continuous lattice which arises as the Karoubi envelop of the category of algebraic lattices. Strong proximity join-semilattices can be characterised by the coalgebras of
Tatsuji Kawai
doaj +1 more source
Expediting Distributed DNN Training With Device Topology-Aware Graph Deployment [PDF]
This paper presents TAG, an automatic system to derive optimized DNN training graph and its deployment onto any device topology, for expedited training in device- and topology- heterogeneous ML clusters.
Shiwei Zhang +5 more
semanticscholar +1 more source
Reflectional topology in MV-algebras [PDF]
In this paper, we define soaker ideals in an MV-algebra, and study the relationships between soaker ideals and the other ideals in an involutive MV -algebras.
Fereshteh Forouzesh, Naser Hosseini
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JOIN-MEET APPROXIMATION OPERATORS INDUCED BY ALEXANDROV FUZZY TOPOLOGIES
In this paper, we investigate the properties of Alexandrov fuzzy topologies and join-meet approximation operators. We study fuzzy preorder, Alexandrov topologies join-meet approximation operators induced by Alexandrov fuzzy topologies. We give their examples.
Yong Chan Kim
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Wake up and join me! An energy-efficient algorithm for maximal matching in radio networks [PDF]
We consider networks of small, autonomous devices that communicate with each other wirelessly. Minimizing energy usage is an important consideration in designing algorithms for such networks, as battery life is a crucial and limited resource.
Varsha Dani +3 more
semanticscholar +1 more source
Universal extensions of specialization semilattices [PDF]
A specialization semilattice is a join semilattice together with a coarser preorder ⊑ satisfying an appropriate compatibility condition. If X is a topological space, then (P(X),∪,⊑) is a specialization semilattice, where x ⊑ y if x ⊆ Ky, for x, y ⊆ X ...
Paolo Lipparini
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Fork-join queueing~networks with an arbitrary topology: the infinite server case
Oleg Osipov, Igor Tananko
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