Interstreet crossing issues in single-row routing by Salleh, Shaharuddin

“…A good PCB design requires evenly distributed doglegs that utilize the compact space to the maximum. Uneven distribution of doglegs may trigger technical glitches on the PCB such as the creation of electric and magnetic fields. …”

Amenability, connected components, and definable actions by Hrushovski, E, Krupiński, K, Pillay, A

“…We conclude that any group G definable in a sufficiently saturated structure is “weakly definably amenable” in the sense of Krupiński and Pillay (2019), namely any definable action of G on a compact space supports a G-invariant probability measure. …”

Constructive mathematics - its set theory and practice by Sutherland Bridges, D, Sutherland Bridges, Douglas

“…</p> <p>In Chapter 3 we give an improved definition of one-point compactification of a locally compact space, and then develop the theory of existence and essential uniqueness of such compactifications of a given space. …”

Subleading soft graviton theorem for loop amplitudes by Ashoke Sen

“…Abstract Superstring field theory gives expressions for heterotic and type II string loop amplitudes that are free from ultraviolet and infrared divergences when the number of non-compact space-time dimensions is five or more. We prove the subleading soft graviton theorem in these theories to all orders in perturbation theory for S-matrix elements of arbitrary number of finite energy external states but only one external soft graviton. …”
Get full text

A New Form Of Continuity In Fuzzy Soft Topological Spaces by Sandhy G Venkatachala Rao, Anil P Narappanavar, P G Patil

“…A new space such as fuzzy soft b compact space is also initiated.…”
Get full text

Runaway relaxion monodromy by Liam McAllister, Pedro Schwaller, Geraldine Servant, John Stout, Alexander Westphal

“…We show that — in the context of NS5-brane axion monodromy — this charge backreacts on the compact space, ruining the structure of the relaxion action. …”
Get full text

Fuzzy dark matter and the dark dimension by Luis A. Anchordoqui, Ignatios Antoniadis, Dieter Lüst

“…Abstract We propose a new dark matter contender within the context of the so-called “dark dimension”, an innovative 5-dimensional construct that has a compact space with characteristic length-scale in the micron range. …”
Get full text

Effect of nonlinear chirped Gaussian laser pulse on plasma wake field generation by Saeedeh Afhami, Esmaeil Eslami

“…An ultrashort laser pulse propagating in plasma can excite a nonlinear plasma wake field which can accelerate charged particles up to GeV energies within a compact space compared to the conventional accelerator devices. …”
Get full text

فضاءات –p لندلوف by راضي علي

“… In this work, we study p-Lindelöf spaces, a concept which is "stronger" than Lindelöf spaces. Every p-compact space is p-Lindelöf space, so the concept of p-Lindelöf is a generalization of the concept of p-compact. …”
Get full text

One-loop determinants for black holes in 4d gauged supergravity by Kiril Hristov, Ivano Lodato, Valentin Reys

“…The emphasis here is on the missing steps in the previous localization analysis, mainly dealing with one-loop determinants for abelian vector multiplets and hypermultiplets on the non-compact space ℍ 2 × Σg with particular boundary conditions. …”
Get full text

فضاءات –p لندلوف by راضي علي

“… In this work, we study p-Lindelöf spaces, a concept which is "stronger" than Lindelöf spaces. Every p-compact space is p-Lindelöf space, so the concept of p-Lindelöf is a generalization of the concept of p-compact. …”
Get full text

Exponential forgetting and geometric ergodicity for optimal filtering in general state-space models by Tadic, V, Doucet, A

“…The regularity assumptions are typically satisfied when the latent process takes values in a compact space. © 2005 Elsevier B.V. All rights reserved.…”

دراسة في المجموعات المفتوحة من النّوع β و الفضاءات المتراصّة by عدنان ظريف, نوره العسلي

“…In this paper ,we introduce new type of compact spaces called β-compact spaces, using β-open sets which defined by Dr.Abd El-Monsef 1983 , we study some of their properties and discuss relationship between this spaces with other types of compactness., we have reached to many results such as: every strongly compact space Χ   which satisfy condition "every β- open set of Χ is denes" is compact.   …”
Get full text

The character of free topological groups II by Peter Nickolas, Mikhail Tkachenko

“…A systematic analysis is made of the character of the free and free abelian topological groups on metrizable spaces and compact spaces, and on certain other closely related spaces. …”
Get full text

دراسة في المجموعات المفتوحة من النّوع β و الفضاءات المتراصّة by عدنان ظريف, نوره العسلي

“…In this paper ,we introduce new type of compact spaces called β-compact spaces, using β-open sets which defined by Dr.Abd El-Monsef 1983 , we study some of their properties and discuss relationship between this spaces with other types of compactness., we have reached to many results such as: every strongly compact space Χ   which satisfy condition "every β- open set of Χ is denes" is compact.   …”
Get full text

Weighted Method for Uncertain Nonlinear Variational Inequality Problems by Cunlin Li, Mihai Postolache, Zhifu Jia

“…Moreover, the convergence of the global optimal solutions of the uncertain weighted expected residual minimization model is given through the integration by parts method under the compact space of the uncertain event. The limiting behaviors of the transformed model are analyzed. …”
Get full text

Orbispaces by Henriques, André Gil

Get full text

The Chabauty space of closed subgroups of the three-dimensional Heisenberg group by Bridson, M, Harpe, P, Kleptsyn, V

“…When equipped with the natural topology first defined by Chabauty, the closed subgroups of a locally compact group $G$ form a compact space $\Cal C(G)$. We analyse the structure of $\Cal C(G)$ for some low-dimensional Lie groups, concentrating mostly on the 3-dimensional Heisenberg group $H$. …”

Interstreet crossing issues in single-row routing by Salleh, Shaharuddin

“…A good PCB design requires evenly distributed doglegs that utilize the compact space to the maximum. Uneven distribution of doglegs may trigger technical glitches on the PCB such as the creation of electric and magnetic fields. …”
Get full text

Fuzzy bags, Polyakov loop and gauge/string duality by Zuo Fen

“…“Confinement” in N${\cal N}$ = 4 SU(N) Super Yang-Mills (SYM) theory could be achieved kinematically when the theory is defined on a compact space manifold. In the large-N limit, deconfinement of N${\cal N}$ = 4 SYM on S3${{\Bbb S}^3}$ at strong coupling is dual to the Hawking-Page phase transition in the global Anti-de Sitter spacetime. …”
Get full text