This paper presents the theory of weak primary decomposition of modules over a commutative ring. A generalization of the classic well-known theory of primary decomposition, weak primary decomposition is a consequence of the notions of weakly associated prime ideals and nearly nilpotent elements, which were introduced by N. Bourbaki. We begin by discussing basic facts about classic primary decomposition. Then we prove the results on weak primary decomposition, which are parallel to the classic case. Lastly, we define and generalize the Compatibility property of primary decomposition.

In this thesis we discuss some of the tools used in the study of the number of primes in short intervals. In particular, we discuss a large sieve density estimate due to Gallagher and two classical delay equations. We also show how these tools have been used by Maier and Stewart and provide computational data to their result.

In this thesis we discuss some of the tools used in the study of the number of primes in short intervals. In particular, we discuss a large sieve density estimate due to Gallagher and two classical delay equations. We also show how these tools have been used by Maier and Stewart and provide computational data to their result.

Thèse (M.A.)--Université Laval, 2007. / Bibliogr.: f. [39]-41. Publié aussi en version électronique dans la Collection Mémoires et thèses électroniques.

Temperature-related words such as “hot” and “cold” are often used to describe impulsive and calculated behaviors, respectively. These metaphoric connotations of thermal concepts raise the question as to whether temperature, psychological states and decision making are related to each other, and if so, how. The current research examines these questions and finds support for a relationship. Across four laboratory experiments and two field studies, I demonstrate that both hot temperature primes (e.g., pictures, words, therapeutic packs) and hot ambient temperature trigger decision outcomes in line with the metaphoric association between hot temperature and impulsivity. I suggest that the theory of embodied cognition provides an explanation for these findings.

Temperature-related words such as “hot” and “cold” are often used to describe impulsive and calculated behaviors, respectively. These metaphoric connotations of thermal concepts raise the question as to whether temperature, psychological states and decision making are related to each other, and if so, how. The current research examines these questions and finds support for a relationship. Across four laboratory experiments and two field studies, I demonstrate that both hot temperature primes (e.g., pictures, words, therapeutic packs) and hot ambient temperature trigger decision outcomes in line with the metaphoric association between hot temperature and impulsivity. I suggest that the theory of embodied cognition provides an explanation for these findings.

Thèse de doctorat : Sciences de gestion : Université Paris-Dauphine : 2009. / bibliogr.250 ref. Index.

Prime numbers play an integral part in many upper level mathematics courses, most notably in Number Theory. Can a course or section on prime numbers be introduced at the secondary (high school) level? This report outlines a possible course in a manner suitable for grade level instruction. These topics include: an extended section on the complete number system, a brief history of primes, their cardinality, and both the Fundamental Theorem of Arithmetic and Prime Number Theorem, the applications of primes, and the impact of primes within perfect numbers will all be explored. A brief discussion on questions that still remain relating to prime numbers will conclude this report. / text

Texte remanié de: Th. doct.--Sci. écon.--Paris-10, 1997. / Bibliogr. p. 244-252.

Thèse de doctorat : sciences commerciales et économiques : Université de Neuchâtel : 1932. / Bibliothèque professionnelle et sociale. Bibliogr.