Results 11 to 20 of about 240,776 (268)
On Analytic Perturbations of Linear Equations in the Case of Incomplete Generalized Jordan Set
Based on the methods of the theory of bifurcations, the problem of perturbation of linear equations by small analytic terms is considered. In contrast to the work of Trenogin [7], the case of an incomplete generalized Jordan set of a linear Fredholm ...
D. G. Rakhimov, D. Akhmadzhanova
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Capacitability of Analytic Sets [PDF]
Let Ω be a locally compact separable metric space and let Ф be a positive symmetric kernel. Then the inner and outer capacities of subsets of Ω are defined by means of Ф-potentials of positive measures in the following manner. We define the capacity c(K) of a compact set K in a certain manner by means of Ф-potentials.
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Reachable set analysis of practical trans-lunar orbit via a retrograde semi-analytic model
Different from the Apollo flight mode, a safer trans-lunar flight mode for the crews is preferred. The previous-arrived lunar module rendezvouses with the crew exploration vehicle at a low lunar destination orbit, and then the crews ride the lunar module
Bo-yong He, Sheng-gang Wu, Heng-nian Li
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Real Analytic Machines and Degrees [PDF]
We study and compare in two degree-theoretic ways (iterated Halting oracles analogous to Kleene's arithmetical hierarchy and the Borel hierarchy of descriptive set theory) the capabilities and limitations of three models of analytic computation: BSS ...
Tobias Gärtner, Martin Ziegler
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On the largest analytic set for cyclic operators
We describe the set of analytic bounded point evaluations for an arbitrary cyclic bounded linear operator T on a Hilbert space ℋ; some related consequences are discussed.
A. Bourhim
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CSgator: an integrated web platform for compound set analysis
Drug discovery typically involves investigation of a set of compounds (e.g. drug screening hits) in terms of target, disease, and bioactivity. CSgator is a comprehensive analytic tool for set-wise interpretation of compounds.
Sera Park +5 more
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Real Analytic Machines and Degrees [PDF]
We study and compare in two degree-theoretic ways (iterated Halting oracles analogous to Kleene's arithmetical hierarchy and the Borel hierarchy of descriptive set theory) the capabilities and limitations of three models of analytic computation: BSS ...
Tobias Gärtner, Martin Ziegler
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Exploring Reggeon bound states in strongly-coupled N $$ \mathcal{N} $$ = 4 super Yang-Mills
The multi-Regge limit of scattering amplitudes in strongly-coupled N $$ \mathcal{N} $$ = 4 super Yang-Mills is described by the large mass limit of a set of thermodynamic Bethe ansatz (TBA) equations. A non-trivial remainder function arises in this setup
Theresa Abl, Martin Sprenger
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On nonisomorphic analytic sets [PDF]
It is shown that if A is an analytic subset of I, the unit interval, such that I A is uncountable and does not contain a perfect set, then A is not Borel isomorphic to I x A or to A', n > 1, or to U, where U is a universal analytic subset of J2. It is also shown that U is not isomorphic to IxA or toA', n > 1.
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