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1. Introduction and philosophy. 1.1. A historical overview. 1.2. Pars pro toto. 1.3. Chinese remainder theorem: a first formulation. 1.4. CRT in the hands of old mathematicians. 1.5. CRT in applications: the three C's -- 2. Chinese remainder algorithm. 2.1. Historical developmen…
1. Mathematical foundations. 1.1. Group actions. 1.2. The rings Zn. 1.3. Finite fields. 1.4. Cyclotomy in GF(r ). 1.5. Generalized cyclotomy in Zn[symbols]. 1.6. Finite geometries. 1.7. Planar functions. 1.8. Periodic sequences -- 2. Linear codes over finite fields. 2.1. Linear …
