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Showing 1 to 20 of 52036 for “"Number"”.
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Toddlers' Spontaneous Attention to Number and Verbal Number Quantification
… objects affect toddlers' tendency to focus on number. Each of 37 participants between the ages of 2 and 4.25 years was shown 36 different collections of 2, 3, and 4 items that were homogeneous, semihomogeneous, or heterogeneous. Age, collection size, and collection make-up were found to have …
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Number matters: enhancing nominal number to facilitate subject-verb agreement
… in English is modulated by the accessibility of number features in the subject noun phrase, given that in English S-V agreement the verbal form is dependent on the number of the sentence subject. It has been argued that second language (L2) learners are insensitive to agreement violations online …
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The Maximal Thurston-Bennequin Number on Grid Number n Diagrams
… prove an upper bound for the Thurston-Bennequin number of Legendrian knots and links on a rectangular grid with arc index n.</p> <p>TB(n)=CR(n)-[n/2]</p> <p>In order to prove the bound, we will separate our work for when n is even and when n is odd. After we prove the upper bound, we will show …
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Random Number Generators
This paper is about pseudo-random number generators. In particular it is about pseudo-random number generators for the 16 bit computers. These machines include the IBM PC, XT, and AT. Thus this class comprises a large share of the PC market. The aim of the paper is to find a fast implementation of …
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Hidden Number Problems
The hidden number problem is the problem of recovering an unknown group element (the "hidden number") given evaluations of some function on products of the hidden number with known elements in the group. This problem enjoys a vast variety of applications, and provides cross-fertilisation among …
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Method in number
Made available in DSpace on 2016-11-09T23:47:26Z (GMT). No. of bitstreams: 2 5960100_opt.pdf: 3027731 bytes, checksum: d51420562c7bf36e2efad602cc6a2910 (MD5) license.txt: 4183 bytes, checksum: 1dcc2037833d76bede73d5717587543b (MD5) Previous issue date: 1900
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The Least Prime Number That Splits Completely In S3-Sextic Number Fields
<p>In number theory, an integer n is quadratic residue modulo an odd prime p if n is congruent to a perfect square modulo p. Otherwise, n is is called a quadratic nonresidue. Bounding the least prime quadratic residue and the least quadratic nonresidue are two very classical problems in number …
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Topics in number theory
… but it also includes some contributions to prime number theory and the study of the Möbius function. New conditions are stated for the validity of the quasi-Riemann hypothesis RH (σ₀), that ζ(s) ≠ O for σ > σ₀. The orders and oscillatory behaviour of a variety of summatory functions are considered …
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On Weak Number Theories
… equations with parameters to get some number theoretic results. In later chapter we apply these results to solve various decidability and definability problems. In Chapter 2 we prove that (FOR ALL)('n)(THERE EXISTS) over Z is decidable, then we generalize this result to an arbitrary …
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Elements of number theory
… for the necessity of a morphosemantic theory of number, that is, a theory of number serviceable both to semantics and morphology. The basis for this position, and the empirical core of the dissertation, is the relationship between semantically based noun classification and agreement in Kiowa, an …
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An experimental investigation of a low Reynolds number, high Mach number centrifugal compressor
… conditions to correctly match the Reynolds number, which is about 20,000. The impeller tip speed of the test facility matched those in the design full-scale device to capture the effects of compressibility. Two compressor geometries were tested, one with and one without diffuser vanes; the …
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Verifying Correctness of the Number Theoretic Transform and Fast Number Theoretic Transform in F⋆
… in turn their security is a top priority. The Number Theoretic Transform (NTT) is an algorithm that enables efficient polynomial multiplication and has recently gained importance in post-quantum cryptography. This thesis presents a proof of correctness of the NTT in F⋆ , a proof-oriented …
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Trinomials Defining Quintic Number Fields
Given a number field $K$, how does one find polynomials $f(x)$,
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L-functions in Number Theory
… has become one of the central objects in Number Theory. The theory of L-functions, which produces a large family of consequences and conjectures in a unified way, concerns their zeros and poles, functional equations, special values and the connections between objects in different fields. …
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Robust Number Plate Detection Algorithms
Automatic Number Plate Recognition (ANPR) is an important Intelligent Transportation System (ITS) technology, which distinguishes each vehicle as unique by recognising the characters in their number plates via image analysis and pattern recognition techniques. In an ANPR system, the most crucial …
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Proper connection number of graphs
The concept of \emph{proper connection number} of graphs is an extension of proper colouring and is motivated by rainbow connection number of graphs. Let $G$ be an edge-coloured graph. Andrews et al.\cite{Andrews2016} and, independently, Borozan et al.\cite{Borozan2012} introduced the concept of …
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Young children's apprenticeship in number
… young children's appropriation and use of number through social mediative practices which may occur at home or in pre-school playgroups/nurseries. The design and interpretation of this study is drawn from a social constructivist perspective, that is rooted in Vygotskian developmental …
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