Global ETD Search
Search theses and dissertations gathered from participating repositories worldwide. Every result links back to the library that holds it. No account is needed.
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Showing 1 to 20 of 519 for “"ODD"”.
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The proton-neutron interaction in odd-odd indium nuclei
… in order to study the nuclear structure in odd-odd In isotopes.</p><p>Low-lying nuclear energy levels in <sup>110</sup>In and <sup>112</sup>In were determined from de-excitation γ-rays produced with <sup>107</sup>Ag(α,nγ)<sup>110</sup>In, <sup>108</sup>Pd(<sup>6</sup>Li,4nγ)<sup>110</sup>In, …
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The Odd Witch
<p>This children's novel follows the young witch, Serendipity, as she navigates a new school and grapples with her lack of ability to wield the power of superstition.</p>
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Odd Nerdrum, Kitsch & Modernity
… we shall prove that bad art, as interpreted by Odd Nerdrum, fulfills art's oldest function, providing us with a dramatized view of ourselves which reveals our alienation from nature, our bodies and our history.</p>
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Odd symmetric functions and categorification
… most basic of these is the Hopf superalgebra of odd symmetric functions. This algebra is neither (super-)commutative nor (super-)cocommutative, yet its combinatorics still exhibit many of the striking integrality and positivity properties of the usual symmetric functions. In particular, we give …
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Metacyclic groups of odd order
… approach to the problem for groups of odd order. The first part of the thesis is devoted to the determination of the abstract isomorphism types of metacyclic groups of odd order. We propose (four-generator) presentations for such groups and obtain a practical solution of the isomorphism …
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Metacyclic groups of odd order
… approach to the problem for groups of odd order. The first part of the thesis is devoted to the determination of the abstract isomorphism types of metacyclic groups of odd order. We propose (four-generator) presentations for such groups and obtain a practical solution of the isomorphism …
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Interspaces: The Odd Fellows Lodge
… frame, foundation, midsection and stair of the Odd Fellows Lodge. Influenced by the precedents of rural Virginia's pragmatic building techniques and the personal and poetic work of architect Carlo Scarpa, the interventions to the Lodge maintain its gentle existence while asserting a new presence …
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Three Essays On Odd-Lot Transactions
This dissertation consists of three essays on odd-lot transactions. The first essay investigates the role odd lot trades play in equity markets, as well as how this role has changed over three distinct time periods- 2010, 2007, and 2005. In each of these time periods, we document the determinants …
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On Homogeneous Diagonal Congruences of Odd Degree
Made available in DSpace on 2014-12-09T22:17:36Z (GMT). No. of bitstreams: 1 6706692.pdf: 4255711 bytes, checksum: 4b018e9b8a1387099d61fcbe54597957 (MD5) Previous issue date: 1966
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Odd multiway cut in directed acyclic graphs
We investigate the odd multiway node (edge) cut problem where the input is a graph with a specified collection of terminal nodes and the goal is to find a smallest subset of non-terminal nodes (edges) to delete so that the terminal nodes do not have an odd length path between them. In an earlier …
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Odd dimensional symplectic manifolds by Zhenqi He.
In this thesis, we introduce the odd dimensional symplectic manifolds. In the first half we study the Hodge theory on the basic symplectic manifolds. We can define two cohomology theories on them, the standard basic de Rham cohomology gheory and a basic version of the Koszul-Brylinski-Mathieu …
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The odd chern character and obstruction theory
… in the paper of Baum & Douglas, [BmDg] the odd-degree component of the Chern character is is analyzed. Our presentation uses the obstruction theory definition Chern characteristic classes in order to emphasize the connections with the even-degree component (see Theorem 4.3.1) and leads to a …
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Equivariant Quantum Cohomology of the Odd Symplectic Grassmannian
The odd symplectic Grassmannian IG := IG(k, 2n + 1) parametrizes k dimensional subspaces of C^2n+1 which are isotropic with respect to a general (necessarily degenerate) symplectic form. The odd symplectic group acts on IG with two orbits, and IG is itself a smooth Schubert variety in the …
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Cayley maps for certain cyclic groups with odd generators
… prime, with generating set O consisting of the odd integers; Due to the local symmetry that is specified at each vertex, it is possible to represent such a Cayley map by an index one voltage graph embedding (a pseudograph with one vertex and (p - 1)/2 edges). In this work, we determine the …
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Odd annular Bar-Natan Category and Gl(1|1)
<p>We introduce two monoidal supercategories: the odd dotted Temperley-Lieb category TLo,•(δ), which is a generalization of the odd Temperley-Lieb category studied by Brun-dan and Ellis in [5], and the odd annular Bar-Natan category BNo(A), which generalizes the odd Bar-Natan category studied by …
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Monopole Floer homology, link surgery, and odd Khovanov homology
… Motivated by this perspective, we show that odd Khovanov homology with integer coefficients is mutation invariant. The proof uses only elementary algebraic topology and leads to a new formula for link signature that is well-adapted to Khovanov homology.
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Multiplicative Structures on Brown–Peterson Spectra at Odd Primes
We show that the odd-primary Brown-Peterson spectrum does not admit the structure of an E₂₍ₚ^₂ ₊₂₎ ring spectrum and that there can be no map MU → BP of E₂ₚ₊₃ ring spectra for odd primes p. This extends results of Lawson at the prime 2.
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The Odd Words in the Poetry of Gerard Manley Hopkins
… to the poetry of Gerard Manley Hopkins as odd and obscure; it Is not often, however, that these same critics have analyzed the poetry to determine what elements therein make for a poetry which they choose to call odd and obscure. Syntactical peculiarities, compression of thought, oddness of …
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Slice implies mutant ribbon for odd 5-stranded pretzel knots
… Conjecture holds for the infinite family of odd 3-stranded pretzel knots. In their work, they give a complete characterization of the slice/ribbon knots in that infinite family. This dissertation is motivated by their work and proves that the family of odd 5-stranded pretzel knots satisfiesa …
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