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Gradient Systems and Asymmetric Relaxations in View of Riemannian Geometry. [PDF]
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A wavelet transform with point-symmetric extension at tile boundaries
IEEE Transactions on Image Processing, 2002This paper presents a low-complexity wavelet transform that utilizes point-symmetric extension at the image tile boundaries. The proposed approach is considered as an alternative to the well-known symmetric signal extension in dealing with the boundary artifacts that manifest when tiles of images are lossy compressed. The new solution developed for odd-
Igor Kharitonenko +2 more
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Robust symmetric iterative closest point
ISPRS Journal of Photogrammetry and Remote Sensing, 2022Yongjun Zhang, Jiayuan Li, Qingwu Hu
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Optimal navigation in a planar time-varying point-symmetric flow-field
IEEE Conference on Decision and Control and European Control Conference, 2011This paper is concerned with time-optimal navigation for flight vehicles in a planar, time-varying point-symmetric flow-field — such as inside vortices or regions of eddy-driven upwelling/downwelling—where the objective is to find the fastest trajectory between initial and final points.
L. Techy
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Applied Energy, 2022
Stable and accurate prediction of crude oil prices is critical to national security, economic development, and even international relations, against the background of the COVID-19 and Russia–Ukraine war.
Xuerui Wang, Xiangyu Li, Shaoting Li
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Stable and accurate prediction of crude oil prices is critical to national security, economic development, and even international relations, against the background of the COVID-19 and Russia–Ukraine war.
Xuerui Wang, Xiangyu Li, Shaoting Li
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A Point-Symmetric Graph that is Nowhere Reversible
SIAM Journal on Algebraic Discrete Methods, 1982It is the purpose of this note to investigate the relationships among four concepts relating to symmetry in graphs: point-symmetry, line-symmetry, arc-symmetry and reversibility; especially which of the first three properties do not imply reversibility.
Harary, Frank +2 more
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Two-point symmetrization and convexity
Archiv der Mathematik, 2004For a hyperplane \(H\) in \(\mathbb{R}^n\), let \(\sigma_H\) denote the reflection in \(H\), and let \(H^-\), \(H^+\) be the two closed halfspaces bounded by \(H\). The two-point-symmetrization with respect to \(H\) transforms a set \(A\subset \mathbb{R}^n\) into the set \[ ((A\cap \sigma_H A)\cap H^-)\cup((A\cup (\sigma_H A)\cap H^+).
Aubrun, Guillaume, Fradelizi, Matthieu
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Decomposition of Bivariate Point-Symmetric Density Function
Calcutta Statistical Association Bulletin, 1998For the analysis of contigency tables, it is known that the point-symmetry model holds if and only if both the quasi-point symmetry and the marginal point-symmetry models hold (Tomizawa, 1985). This paper shows that a similar decomposition for bivariate density function (instead of cell probabilities) holds.
Tomizawa, Sadao, Konuma, Tomono
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Bracing effect of sheathing in point-symmetric cold-formed steel flexural members
Journal of constructional steel research, 2019This paper presents an experimental investigation on sheathed cold-formed steel wall panels subjected to out-of-plane loading. The objective is to determine the two-sided gypsum sheathing effect on the design and behavior of the point-symmetric CFS studs.
S. Selvaraj, M. Madhavan
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Polychromatic MTF of electrostatic point symmetric electron lenses
Applied Optics, 1983Electrostatic electron lenses have been evaluated in terms of their image transfer characteristics. The effect of polychromatic radiation with different spectral energy distributions on the performance of an electron emitter-lens combination has been studied.
O P, Nijhawan, S K, Gupta, R, Hradaynath
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