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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 370 for “"Clifford"”.
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Clifford Odets: playwright-poet
<p>This recent critical estimate of Odets represents what is perhaps the standard view: "Although his work transcends the social problems of the 1930's and yields characters of wider psychological and social validity, Odets’ plays, particularly the early ones, reflect an attachment to his times …
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Generalized Clifford Theory (Group Ring, Frobenius Extensions)
Let R and S be two rings with identity elements and let l : R (--->) S be a ring homomorphism preserving their identity elements. Then any S-module W can be regarded as an R-module W(,R). Also, for any right R-module V, we can form the "induced" S-Module V('S) = V (CRTIMES)(,R) S. Fixing a right …
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Multidimensional distributions and generalized Hilbert transforms in Clifford analysis
… of the Hilbert transform in the framework of Clifford analysis. Clifford analysis is a higher dimensional function theory in the framework of a Clifford algebra which may be seen as a multidimensional generalization of the theory of holomorphic functions in one complex variable and – at the …
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Quantum operations and codes beyond the Stabilizer-Clifford framework
… of the simplicity with which operations in the Clifford group can be performed on them. However, practical QECC-FTQC schemes neither achieve the maximum theoretical communication rate despite the noise nor do they allow sufficient gate failure probability to meet the needs of our current …
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Formalizing Clifford algebras and related constructions in the Lean theorem prover
… of the latter, in the more abstract setting of Clifford algebras. It does so via the theorem proving language “Lean”, which is seeing increasing adoption in mathematics departments. The focus is much broader than simply formalizing Clifford algebras; Lean has an expansive and monolithic library …
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Multi-dimensional continuous wavelet transforms and generalized fourier transforms in Clifford analysis
… Wavelet Transform, Fourier Transform and Clifford Analysis, and consists of three parts in which these domains interact. The one-dimensional continuous wavelet transform (CWT) is a successful tool for signal and image analysis, with applications in mathematics, physics and engineering. …
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Permission to believe: descriptive and prescriptive beliefs in the Clifford/James debate
William Clifford's ‘The Ethics of Belief' proposes an ‘evidence principle': …it is wrong always, everywhere, and for anyone, to believe anything upon insufficient evidence (1877, 1879:186). Its universal, absolutist language seems to hide something fundamentally correct. We first argue for …
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Algorithmic approaches to graph states under the action of local Clifford groups
… of the n-fold Pauli group, on which the local Clifford group has a natural action. This action induces the natural action of the local Clifford group on graph states and hence, its action on graphs. Locally equivalent graphs can be described using this action. For q being a prime number, two …
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Hamiltonian non-isotopy between the Clifford torus and the Chekanov torus in $\R^4$
… the Hamiltonian non-isotopy between the monotone Clifford torus and the Chekanov torus in $\R^4$ by employing three Hamiltonian isotopy invariants: counting of Maslov index 2 pseudo-holomorphic discs with boundaries lying on the torus [EP], the Hamiltonian invariant associated to versal …
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The poetics of mid-Victorian scientific materialism in the writings of John Tyndall, W.K. Clifford and others
… of the nineteenth century, most notably W. K. Clifford, a mathematician, and John Tyndall, a physicist and media-savvy ‘champion of science’. These engagements, and representations, were not merely on the level of ‘direct’ argumentation, however. A self-consciously allusive, even polyphonous …
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Fischer-clifford matrices and character tables of inertia groups of maximal subgroups of finite simple groups of extension type
… by Bernd Fischer, the so–called Fischer–Clifford matrices method, which derives its fundamentals from the Clifford theory. We consider only extensions G of the normal subgroup K by the subgroup Q with the property that every irreducible character of K can be extended to an irreducible …
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Classical simulation complexity of restricted models of quantum computation
… include the boson sampling model, extended Clifford circuits, and instantaneous quantum polynomial-time circuits. While unlikely to be universal for quantum computation, several of these models appear to be able to outperform classical computers at certain computational tasks, such as …
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Graded-commutative nonassociative algebras: higher octonions and Krichever-Novikov superalgebras; their structures, combinatorics and non-trivial cocycles.
… the one of the algebra of quaternion numbers in Clifford algebras. Introduced by Morier-Genoud and Ovsienko, these algebras have a natural $\bbZ_2^n$-grading ($p+q =n$), and they are characterized by a cubic form over the field $\bbZ_2.$ We establish all the possible isomorphisms between the …
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