Results 21 to 30 of about 7,364,855 (292)
On the computational properties of basic mathematical notions
AbstractWe investigate the computational properties of basic mathematical notions pertaining to ${\mathbb R}\rightarrow {\mathbb R}$-functions and subsets of ${\mathbb R}$, like finiteness, countability, (absolute) continuity, bounded variation, suprema and regularity. We work in higher-order computability theory based on Kleene’s S1–S9 schemes.
Dag Normann, Sam Sanders
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On the mathematical properties of linguistic theories [PDF]
Meta-theoretical results on the decidability, generative capacity, and recognition complexity of several syntactic theories are surveyed. These include context-free grammars, transformational grammars, lexical functional grammars, generalized phrase structure grammars, and tree adjunct grammars.
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Mathematical properties of a delamination model
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
POINT N., SACCO E.
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New Properties for Solving the Single-Machine Scheduling Problem with Early/Tardy Jobs
This paper presents a mathematically enhanced genetic algorithm (MEGA) using the mathematical properties of the single-machine scheduling of multiple jobs with a common due date.
Allaoua Hemmak, Brahim Bouderah
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Mathematical simulation of catalytic paste flow in a ram extruder [PDF]
A mathematical model was developed for the stage of catalyst paste preparation. The mathematical model allows the calculation of solvate film thickness and volume content of the solid phase at any moment of time. Functional dependencies were found, which
Zhensa A.V. +4 more
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The Use of Kramers-Kronig Relations for Verification of Quality of Ferrite Magnetic Spectra
The complex initial permeability (CIP) as a function of frequency is one of the main properties of ferrites. This characteristic (CIP) is measured experimentally, therefore there can be found noisy, doubtful or incomplete parts of the spectrum.
Ponomarenko Nikolajs +2 more
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Properties of minimal mathematical expectations
Let \(\mu>0\) be an arbitrarily fixed real and \(B\) a \(d\)-dimensional Brownian motion defined on a probability space \((\Omega,{\mathcal F},P)\). By \({\mathcal P}\) we denote the set of all probabilities \[ Q= \exp \Biggl\{\int_0^T\theta_t\,dB_t- \tfrac12\cdot \int_0^T| \theta_t|^2\,dt \Biggr\}\cdot P, \] where \(\theta\) runs all \(({\mathcal F ...
Yongqing Wei, Peiyu Liu
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Mathematical Properties of the Zadoff-Chu Sequences
This paper is a compilation of well-known results about Zadoff-Chu sequences, including all proofs with a consistent mathematical notation, for easy reference. Moreover, for a Zadoff-Chu sequence $x_u[n]$ of prime length $N_{\text{ZC}}$ and root index $u$, a formula is derived that allows computing the first term (frequency zero) of its discrete ...
David Gregoratti +2 more
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The Place of Quasi Topological Structure in the Mathematical Theory of Categorization
This work is a theoretical one bridging two mathemat- ical models namely the Quasi Topological Structure (QTS) and Soft Sets (SST) theories. We prove that theQuasi Topological Structure (QTS) can be viewed as a complexification of Soft Sets, from the ...
Anca Pascu Pascu +2 more
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Mathematical properties of theSimpleXalgorithm [PDF]
18 pages, 17 figures, accepted for publication in A& ...
Kruip, C. J. H. +3 more
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