Results 221 to 230 of about 17,204 (266)

Structural Dynamics of Peptiplexes Formed between Cationic Cell-Penetrating Peptides and DNA: A Comparative Study on TAT-HIV and NLS-SV40T. [PDF]

ACS Appl Bio Mater
de Mello LR, Siddiq IA, Garcia BBM, Hamley IW, Riske KA, Han SW, Tresset G, Lansac Y, Jang YH, da Silva ER.   +9 more
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Kernel Stein Discrepancy on Lie Groups: Theory and Applications. [PDF]

IEEE Trans Inf Theory
Qu X, Fan X, Vemuri BC.
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Solvation-Driven Self-Assembly of Polyetheramine-Epoxide Gels: Insights from Molecular Simulations. [PDF]

ACS Polym Au
Orenha RP, Molina EF, Alves FB, Fico BA, Albuquerque M, Parreira RLT, Costa LT.   +6 more
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Impacts of urban adaptation on reducing temperatures and heat-related deaths in Belgium.

Environ Int
Serras F, Brousse O, Simpson CH, Vanderkelen I, Demoury C, Lauwaet D, van Lipzig NPM, Heaviside C.   +7 more
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Locally compact quantum groups

, 2001
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Locally compact abelian p-groups

Topology and its Applications, 2019
In this interesting and well-written paper the authors study various aspects of \textit{ periodic} locally compact abelian (lca) groups. An lca group \(G\) is called \textit{ periodic} if it is totally disconnected and is a direct union of its compact subgroups.
Herfort W, Hofmann KH, Russo F
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Locally compact groups: maximal compact subgroups and N-groups

Mathematical Proceedings of the Cambridge Philosophical Society, 1988
AbstractIf G is a locally compact group such thatG/G0contains a uniform compactly generated nilpotent subgroup, thenGhas a maximal compact normal subgroupKsuch thatG/Gis a Lie group. A topological groupGis an N-group if, for each neighbourhoodUof the identity and each compact setC⊂G, there is a neighbourhoodVof the identity such thatfor eachg∈G ...
Bayley, R. W., Wu, T. S., Yang, J. S.
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Locally compact transformation groups

Transactions of the American Mathematical Society, 1961
In ?1 of this paper it is shown that a variety of conditions implying nice behavior for topological transformation groups are, in the presence of separability, equivalent. In ?2 the continuity properties of the stability subgroups are studied. The conditions of ?1 exclude the line acting on the torus in such a way that each orbit is dense. They exclude
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