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The *Odd-Parity* Parsing Problem 1

, 2008

"... Although it is a simple matter to divide a form into binary feet when it contains an even number of syllables, it is not so simple when it contains an odd number of syllables. In parsing an odd-parity form, there is always an odd, leftover syllable that must be treated differently than the others. H ..."

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Although it is a simple matter to divide a form into binary feet when it contains an even number of syllables, it is not so simple when it contains an

*odd*number of syllables. In parsing an*odd-parity*form, there is always an*odd*, leftover syllable that must be treated differently than the others###
*Odd* *Parity* and Line Nodes in Heavy Fermion Superconductors

, 1995

"... Group theory arguments have demonstrated that a general odd parity order parameter cannot have line nodes in the presence of spin-orbit coupling. In this paper, it is shown that these arguments do not hold on the kz = π/c zone face of a hexagonal close packed lattice. In particular, three of the six ..."

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Group theory arguments have demonstrated that a general

*odd**parity*order parameter cannot have line nodes in the presence of spin-orbit coupling. In this paper, it is shown that these arguments do not hold on the kz = π/c zone face of a hexagonal close packed lattice. In particular, three###
Extra rank for *odd* *parity* quadratic twists

"... Abstract. We consider the question of giving an asymptotic estimate for the number of odd parity quadratic twists of a fixed elliptic curve that have (analytic) rank greater than 1. The use of Waldspurger’s formula and modular forms of weight 3/2 has allowed the accrual of a large amount of data for ..."

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Abstract. We consider the question of giving an asymptotic estimate for the number of

*odd**parity*quadratic twists of a fixed elliptic curve that have (analytic) rank greater than 1. The use of Waldspurger’s formula and modular forms of weight 3/2 has allowed the accrual of a large amount of data###
Topological Classification of *Odd-Parity* Sphaleron Deformations

, 1993

"... We discuss topological aspects of the electroweak sphaleron and its oddparity deformations. We demonstrate that they are uniquely classified in terms of their odd and even-parity pure gauge field behaviour at spatial infinity. Fermion level crossing occurs only for odd-parity configurations which ar ..."

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We discuss topological aspects of the electroweak sphaleron and its oddparity deformations. We demonstrate that they are uniquely classified in terms of their

*odd*and even-*parity*pure gauge field behaviour at spatial infinity. Fermion level crossing occurs only for*odd-parity*configurations which###
UTPT-94-26 New strong sector, *odd-parity* processes, and the Tevatron

, 1994

"... The color-octet isosinglet “rho ” of a new strong- interaction sector is readily produced in pp collisions. Its odd-parity decay to an “eta ” and a gluon may exceed its decay rate to dijets. At center of mass energies sufficiently greater than the colored “rho ” mass, the odd-parity production of (“ ..."

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The color-octet isosinglet “rho ” of a new strong- interaction sector is readily produced in pp collisions. Its

*odd-parity*decay to an “eta ” and a gluon may exceed its decay rate to dijets. At center of mass energies sufficiently greater than the colored “rho ” mass, the*odd-parity*production###
Gravitational Radiation from a Naked Singularity *Odd-Parity* Perturbation

, 1999

"... It has been suggested that a naked singularity is a good candidate for a strong gravita-tional wave burster. A naked singularity occurs in the generic collapse of an inhomogeneous dust ball. We study the odd-parity mode of gravitational waves from a naked singularity of the Lemâıtre-Tolman-Bondi sp ..."

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It has been suggested that a naked singularity is a good candidate for a strong gravita-tional wave burster. A naked singularity occurs in the generic collapse of an inhomogeneous dust ball. We study the

*odd-parity*mode of gravitational waves from a naked singularity of the Lemâıtre###
Electromagnetic Field Theory as a Basis for the *Odd* *Parity* Rule in Computational Geometry*

"... The issue of point location is an important problem in computer graphics and the study of efficient data structures and fast algorithms is an important research area for both computer graphics and computational geometry disciplines. When filling the interior region of a planar polygon in computer gr ..."

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*parity*' rule. To verify whether a test point is within or outside a given planar polygon, a ray from the test point is drawn extending to infinity in any direction without intersecting a vertex. If the ray intersects the polygon outline an

*odd*number of times, the region is considered interior