Introductory Number Theory

Disciplinary Acculturation: A Comparative Study of Intradiscourse Cycles of English and Persian Introductory Textbooks of Sociology and Linguistics

The present study aimed at investigating the specific discourse cycles of someintroductory textbooks across disciplines and languages to see to what extent theyacculturate students into the new subjects. To this end, 2 well-established and mostlyused English and Persian introductory textbooks in sociology and 2 other wellestablishedEnglish and Persian introductory textbooks in linguistics were ...

Analytic Number Theory - An Introductory Course

In what case do you like reading so much? What about the type of the analytic number theory an introductory course book? The needs to read? Well, everybody has their own reason why should read some books. Mostly, it will relate to their necessity to get knowledge from the book and want to read just to get entertainment. Novels, story book, and other entertaining books become so popular this day...

Automorphic forms , L - functions and number theory ( March 12 – 16 ) Three Introductory lectures

Is Just War Theory Obsolete?

Just War Theory can be found in almost all major cultures. But since war was a business that could not be easily stopped, some aimed to constrain it. In its classic form, Just War Theory has been around for several centuries—ever since nationhood in Europe replaced provincial governments. Having made some introductory considerations, I will ask: should Just War Theory be left as it is, changed,...

Introductory Remarks on Complex Multiplication

Complex multiplication in its simplest form is a geometric tiling property. In its advanced form it is a unifying motivation of classical mathematics from elliptic integrals to number theory; and it is still of active interest. This interrelation is explored in an introductory expository fashion with emphasis on a central historical problem, the modular equation between j(z) and j(2z).

ar X iv : 0 80 5 . 25 68 v 1 [ m at h . G M ] 1 6 M ay 2 00 8 AMBIGUITY THEORY , OLD AND NEW

This is a introductory survey of some recent developments of “Galois ideas” in Arithmetic, Complex Analysis, Transcendental Number Theory and Quantum Field Theory, and of some of their interrelations.