Results 11 to 20 of about 144,513 (307)
Scale Transformations in Metric-Affine Geometry [PDF]
Universe, 2019 This article presents an exhaustive classification of metric-affine theories according to their scale symmetries. First it is clarified that there are three relevant definitions of a scale transformation.
Damianos Iosifidis, Tomi Koivisto
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Affine Transformations and Analytic Capacities [PDF]
Transactions of the American Mathematical Society, 1995 Analytic capacities are set functions defined on the plane which may be used in the study of removable singularities, boundary smoothness and approximation of analytic functions belonging to some function space. The symmetric concrete Banach spaces form a class of function spaces that includes most spaces usually studied.
Thomas Dowling, Anthony G. O’Farrell
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Cremona Transformations that are Affine Automorphisms [PDF]
Proceedings of the American Mathematical Society, 1984 We present the condition on which a Cremona transformation induces an automorphism of A 2 {{\mathbf {A}}^2} .
Hisao Yoshihara
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Flat affine manifolds and their transformations [PDF]
manuscripta mathematica, 2020 More references have been added. In particular, the reference to Jack Vey's thesis. We have corrected some typos and included some other changes.
Medina, Alberto +2 more
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Reversibility of affine transformations
Proceedings of the Edinburgh Mathematical Society, 2023 AbstractAn element g in a group G is called reversible if g is conjugate to g−1 in G. An element g in G is strongly reversible if g is conjugate to g−1 by an involution in G. The group of affine transformations of $\mathbb D^n$ may be identified with the semi-direct product $\mathrm{GL}(n, \mathbb D) \ltimes \mathbb D^n $, where $\mathbb D:=\mathbb R, \
Krishnendu Gongopadhyay +2 more
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Extreme affine transformations [PDF]
Communications in Mathematical Physics, 1976 We classify the extreme points of the compact convex set of affine maps of IR n which map into itself the closed unit ball. This work is a preliminary step towards solving the problem of finding the extreme points of the compact convex set of affine maps of theN×N density matrices (dynamical maps of anN-level system) and forn=3 furnishes the solution ...
Gorini, Vittorio, Sudarshan, E. C. G.
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Persistence landscapes of affine fractals
Demonstratio Mathematica, 2022 We develop a method for calculating the persistence landscapes of affine fractals using the parameters of the corresponding transformations. Given an iterated function system of affine transformations that satisfies a certain compatibility condition, we ...
Catanzaro Michael J. +2 more
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Sifat Preservasi Lingkaran dan Garis Pada Transformasi Möbius
Jambura Journal of Mathematics, 2022 This article discusses Möbius transformation from the point of view of algebra to describe one of its geometric properties, i.e. preserving circles and lines in complex planes.
Guntur Maulana Muhammad +2 more
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Affine Geometrical Region CNN for Object Tracking
IEEE Access, 2020 The state-of-the-art trackers using deep learning technology have little special strategy to gain the bounding box well when the target suffers drastic geometric deformation.
Yinghong Xie, Jie Shen, Chengdong Wu
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Chinese Character Component Deformation Based on AHP
Applied Sciences, 2022 Since Chinese characters are composed of components, deforming the components in a small number of existing calligraphy characters to generate new characters is an effective method to produce a Chinese character library in the same style.
Tian Chen, Fang Yang, Xiang Gao
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