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364
Calling the Circle:
"... More than their male counterparts, women leaders experience isolation and disconnection from colleagues in their disciplines. As part of the ADVANCE Project, Comprehensive Equity at Ohio State (CEOS), monthly peer ..."
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More than their male counterparts, women leaders experience isolation and disconnection from colleagues in their disciplines. As part of the ADVANCE Project, Comprehensive Equity at Ohio State (CEOS), monthly peer
The coherent circle Hough transform
 in: British Machine Vision Conference, BMVA
, 1993
"... We introduce a novel formulation of the Circle Hough Transform that we call the Coherent Circle Hough Transform. The technique uses phase to code for radii of circles. The usual simplifications of the Circle Hough Transform (CHT) are used in which lines pointing away from edge points are plotted rat ..."
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Cited by 4 (1 self)
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of circles and out of phase elsewhere. The spokes generated by noise are in random phase and destructively interfere. We present results for an isolated circle with additive white Gaussian noise for both the conventional Energy CHT and the new Coherent CHT. The results demonstrate that the technique reduces
On Semifree Symplectic Circle Actions with Isolated Fixed Points
"... Abstract. Let M be a symplectic manifold, equipped with a semifree symplectic circle action with a finite, nonempty fixed point set. We show that the circle action must be Hamiltonian, and M must have the equivariant cohomology and Chern classes of (P 1) n. 1. ..."
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Cited by 35 (1 self)
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Abstract. Let M be a symplectic manifold, equipped with a semifree symplectic circle action with a finite, nonempty fixed point set. We show that the circle action must be Hamiltonian, and M must have the equivariant cohomology and Chern classes of (P 1) n. 1.
The topology of normal singularities of an algebraic surface and a criterion for simplicity
 HAUTES ÉTUDES SCI. PUBL. MATH
"... Let a variety Vn be embedded in complex projective space of dimension m. Let PEV. About P, choose a ball U of small radius E, in some affine metric ds2 = = ~dx; + ~dy;, Zj = = xj + £1 \ affine coordinates. Let B be its boundary and M = = Bn V. Then M is a real complex of dimension 2n I, and a manif ..."
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Cited by 149 (1 self)
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manifold if P is an isolated singularity. The topology of M together with its embedding in B (= = a 2 m Isphere) reflects the nature of the point P in V. The simplest case and the only one to be studied so far, to the author's knowledge, is where n = = I, m = = 2, i.e. a plane curve (see [3], [14
An Analysis of the Xiamen Tone Circle
"... Xiamen12 is a Southern Min language that exhibits a complex system of tone sandhi: the tone that is associated with a given word (most words being monosyllabic) varies depending on the prosodic/syntactic context in which the word is used. A monosyllabic word that appears in isolation ..."
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Xiamen12 is a Southern Min language that exhibits a complex system of tone sandhi: the tone that is associated with a given word (most words being monosyllabic) varies depending on the prosodic/syntactic context in which the word is used. A monosyllabic word that appears in isolation
Theorem of three circles in Coq
"... The theorem of three circles in real algebraic geometry guarantees the termination and correctness of an algorithm of isolating real roots of a univariate polynomial. The main idea of its proof is to consider polynomials whose roots belong to a certain area of the complex plane delimited by straight ..."
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The theorem of three circles in real algebraic geometry guarantees the termination and correctness of an algorithm of isolating real roots of a univariate polynomial. The main idea of its proof is to consider polynomials whose roots belong to a certain area of the complex plane delimited
New tools for classifying Hamiltonian circle actions with isolated fixed points
 FOUNDATIONS OF COMPUTATIONAL MATHEMATICS
, 2012
"... For every compact almost complex manifold (M, J) equipped with a Jpreserving circle action with isolated fixed points, a simple algebraic identity involving the first Chern class is derived. This enables us to construct an algorithm to obtain linear relations among the isotropy weights at the fix ..."
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Cited by 7 (4 self)
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For every compact almost complex manifold (M, J) equipped with a Jpreserving circle action with isolated fixed points, a simple algebraic identity involving the first Chern class is derived. This enables us to construct an algorithm to obtain linear relations among the isotropy weights
Using friendship ties and family circles for link prediction
 In KDD Workshop on Social Network Mining and Analysis (SNAKDD
, 2008
"... Social networks can capture a variety of relationships among the participants. Two of the most commonly studied are friendship and family, or kinship, ties. Most existing work studies these networks in isolation. Here, we study how these networks can be overlaid. We study the predictive power of ove ..."
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Cited by 23 (3 self)
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Social networks can capture a variety of relationships among the participants. Two of the most commonly studied are friendship and family, or kinship, ties. Most existing work studies these networks in isolation. Here, we study how these networks can be overlaid. We study the predictive power
Consultant Life Circle Counselling Centre
"... The study investigated the aetiology of Igbo cultural rites with the aim of highlighting the implications for church and community relations as a means of promoting peaceful coexistence. The investigation isolated the following rites namely: “igu afa ” (naming ceremony); “igba nnunnu”(shooting of b ..."
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The study investigated the aetiology of Igbo cultural rites with the aim of highlighting the implications for church and community relations as a means of promoting peaceful coexistence. The investigation isolated the following rites namely: “igu afa ” (naming ceremony); “igba nnunnu
Results 1  10
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364