Global ETD Search
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 48 for “"equivalence classes"”.
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The role of common stimulus functions in the development of equivalence classes.
… eight participants, three 3-member contingency classes resulted. When the same stimuli were presented in a match-to-sample procedure under test conditions, four participants demonstrated equivalence-consistent responding, matching all stimuli from the same contingency class. Test performance for …
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Characterizations Of Zero Divisor Graphs Determined By Equivalence Classes Of Zero Divisors
… graphs of commutative rings determined by equivalence classes of zero divisors, specifically for a Noetherian ring R. We study the classification of these graphs. Specifically, we add more criteria to the list of characterizations that disqualify a graph as the zero divisor graph of a ring. …
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Polynomial approximation and Carleson measures on a general domain and equivalence classes of subnormal operators
… approximation. In Chapter 5 we study the various equivalence classes of subnormal operators under the relations of unitary equivalence, similarity and quasi similarity under the assumption that G is a normal domain. In Chapter 6 we characterize the Carleson measures on a finitely connected domain. …
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Effect of training structures on the establishment of equivalence classes in college students and individuals with intellectual disabilities
… of training structures on the development of equivalence classes in college students and individuals with intellectual disabilities. Experiment 1 evaluated the effects of two types of training structures, One-To-Many (OTM) (AB, AC, AD), and Many-To-One (MTO) (BA, CA, DA), on the establishment …
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On the Feasibility of MapReduce to Compute Phase Space Properties of Graphical Dynamical Systems: An Empirical Study
… transitions, compute phase spaces, functional equivalence classes, dynamic equivalence classes and cycle equivalence classes of dynamical systems. We also evaluate these paradigms and analyze their suitability for modeling different GDSs.
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Representation theory, Borel cross-sections, and minimal measures
… for Π defined almost everywhere (μ). The equivalence classes of these Borel cross-sections are in one-to-one correspondence with the representations of the form Γ:C<sub>b</sub>(E) → L<sup>∞</sup>(μ) with Γ(f∘Π) = f for every f ∈ C<sub>b</sub>(X). The representations are also in one-to-one …
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AN EVALUATION OF INDIVIDUAL AND SMALL GROUP EQUIVALENCE-BASED INSTRUCTION IN A GENERAL EDUCATION CLASSROOM
… and the efficiency of individual and small group equivalence-based instruction on English and math relations with elementary school children. The first experiment implemented a multiple-probe design across three typically developing third graders using an automated procedure to evaluate the …
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On the Relation between Stimulus Equivalence and Extension of Stimulus Function
… was to examine the relation between stimulus equivalence (briefly, networks of relations among stimuli) and the extension of stimulus function (briefly, spread of effect across network) more closely than has been possible before. The traditional view of this relation suggests that equivalence …
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Rationality of blocks of quasi-simple finite groups
… number of an algebra is the number of Morita equivalence classes of its Frobenius twists. Introduced by Kessar in 2004, these numbers are important in the context of Donovan's conjecture for blocks of finite group algebras. Let P be a finite ℓ-group. Donovan's conjecture states that there are …
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Suffix arrays in theory and practice
… length, we divide the set of all strings into equivalence classes of strings that share the same suffix array. For each such equivalence class, we count the number of strings contained in it and enumerate those strings. We also give exact formulas for computing the number of equivalence classes …
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The Delta-Nielsen number in products
… = {xϵX: f(x)=g(x)}. We partition this set into equivalence classes by means of the equivalence relation of fixed end-point homotopy and then study some of the geometry of the equivalence classes. We then proceed to introduce the Δ-Nielsen number N(f,g,Δ) by means of an index, which we show …
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Structured Rough Set Approximations
… to construct the two approximations as unions of equivalence classes, which is now used in main stream research in rough set theory. By explicitly expressing the individual equivalence classes in Pawlak approximations, Bryniarski used a pair of families of equivalence classes as rough set …
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The study of entangled states in quantum computation and quantum information science
… and quantum algorithms. We first investigate the equivalence classes of a particular class of entangled states (known as graph states due to their association with mathematical graphs) under local operations. We prove that for graph states corresponding to graphs with neither cycles of length 3 …
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Composition operators on Banach function spaces
… the topic of composition operators on spaces of (equivalence classes of) measurable functions and attempt to unify some of the most important results contained in the literature. A large class of these spaces can be equipped with norms turning them into Banach lattices. These spaces are called …
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The Structure of the Class Group of Imaginary Quadratic Fields
… the ideal class groups of the field and the equivalence classes of binary quadratic forms to find the structure of the class group. We determine the structure by combining two of Shanks' algorithms [7, 8]. We utilize this method to find fields with cyclic factors that have order a large power …
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Classification of entanglement in symmetric states
… facilitates the characterisation of entanglement equivalence classes such as Stochastic Local Operations and Classical Communication (SLOCC) and the Degeneracy Configuration (DC). It is found that SLOCC operations between symmetric states can be described by the Möbius transformations of complex …
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Infinite Planar Graphs
How many equivalence classes of geodesic rays does a graph contain? How many bounded automorphisms does a planar graph have? Neimayer and Watkins studied these two questions and answered them for a certain class of graphs. Using the concept of excess of a vertex, the class of graphs that Neimayer …
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THE CONSTRUCTION OF A LOGICAL-EMPIRICAL STRUCTURE OF KNOWLEDGE FOR DIFFERENTIAL CALCULUS USING A THEORETICAL FRAMEWORK BASED UPON LEARNING HIERARCHY THEORY AND ORDER THEORY
… A structure, called the Hierarchy of Levels of Equivalence Classes, was then imposed on each set of exercises by using Task Analysis, the Prerequisite Relation and the Theory of Equivalence Classes. This structure implied the Hierarchy of Levels of Skills (HLS). The nine HLS formed the logical …
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Syllables and Concepts in Large Vocabulary Speech Recognition
… words that seem to mean the same thing into equivalence classes called concepts. The second step is to insert the equivalence classes into the output of a recognizer. The hypothesis is that by using this concept post-processor, we will achieve better results than with the syllable language …
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