Léandre, 2003 - Google Patents

Theory of distribution in the sense of Connes–Hida and Feynman path integral on a manifold

Léandre, 2003

Document ID: 14090777718555133460
Author: Léandre R
Publication year: 2003
Publication venue: Infinite Dimensional Analysis, Quantum Probability and Related Topics

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November 21, 2003 17:3 WSPC/102-IDAQPRT 00142 THEORY OF DISTRIBUTION IN THE SENSE OF CONNES HIDA AND FEYNMAN PATH INTEGRAL ON A Page 1 November 21, 2003 17:3 WSPC/102-IDAQPRT 00142 Infinite Dimensional Analysis, Quantum Probability and …

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 CC1=CC=CC(C)=C1NC(=O)CN(CC(O)=O)CC(O)=O 0 abstract description 24

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- G06F17/14—Fourier, Walsh or analogous domain transformations, e.g. Laplace, Hilbert, Karhunen-Loeve, transforms
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- G06F17/30286—Information retrieval; Database structures therefor; File system structures therefor in structured data stores
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- G06N99/00—Subject matter not provided for in other groups of this subclass

Publication	Publication Date	Title
Yanushkevich et al.	2018	Decision diagram techniques for micro-and nanoelectronic design handbook
Graedel et al.	1998	Metafinite model theory
Blass et al.	2002	On polynomial time computation over unordered structures
Meer et al.	1997	A survey on real structural complexity theory
Große et al.	2007	Exact SAT-based Toffoli network synthesis
Ciaffaglione et al.	2006	A certified, corecursive implementation of exact real numbers
Baldwin et al.	2016	Three red herrings around Vaught’s conjecture
Cucker	1993	On the complexity of quantifier elimination: the structural approach
Barendregt et al.	2001	Electronic communication of mathematics and the interaction of computer algebra systems and proof assistants
Léandre	2003	Theory of distribution in the sense of Connes–Hida and Feynman path integral on a manifold
Krivelevich et al.	2016	Random graphs, geometry and asymptotic structure
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Alpay et al.	2005	Point evaluation and Hardy space on a homogeneous tree
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Bürgisser et al.	2003	Counting complexity classes for numeric computations I: Semilinear sets
Bouleau	1990	On effective computation of expectations in large or infinite dimension
Román	2024	String diagrams for physical duoidal categories
Reinhardt	2005	Counting as method, model and task in theoretical computer science
Miller et al.	2022	The undecidability of proof search when equality is a logical connective
Korovina	2003	Gandy’s theorem for abstract structures without the equality test
Shao	2006	Hamilton–Jacobi semi-groups in infinite dimensional spaces
Gaßner	2025	Abstract computation over first-order structures. Part I: Deterministic and non-deterministic BSS RAMs

Léandre, 2003 - Google Patents

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