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Polynomial Mappings (lecture Notes In Mathematics) by Wl·adysl·aw Narkiewicz (auth.) is a nonfiction available to read on EtoBox.

What is Polynomial Mappings (lecture Notes In Mathematics) about?

The Book Deals With Certain Algebraic And Arithmetical Questions Concerning Polynomial Mappings In One Or Several Variables. Algebraic Properties Of The Ring Int(r) Of Polynomials Mapping A Given Ring R Into Itself Are Presented In The First Part, Starting With Classical Results Of Polya, Ostrowski And Skolem. The Second Part Deals With Fully Invariant Sets Of Polynomial Mappings F In One Or Several Variables, I.e. Sets X Satisfying F(x)=x . This Includes In Particular A Study Of Cyclic Points Of Such Mappings In The Case Of Rings Of Algebrai Integers. The Text Contains Several Exercises And A List Of Open Problems. I. Polynomial Functions -- Ii. The Ring Int(r) -- Iii. Fixed Divisors -- Iv. Regular Basis -- V. Polya Fields -- Vi. Integral-valued Derivatives -- Vii. Algebraic Properties Of Int(r) -- Viii. D-rings -- Ix. The Properties (p) And (sp) -- X. Heights And Transcendental Extensions -- Xi. Pairs Of Polynomial Mappings -- Xii. Polynomial Cycles. Wladyslaw Narkiewicz. Includes Bibliographical References (p. [112]-123) And Index.

Who reads Polynomial Mappings (lecture Notes In Mathematics)?

Author

Wl·adysl·aw Narkiewicz (auth.)

Publisher

Springer-Verlag Berlin Heidelberg

Published

1995

Language

EN

ISBN

9780387594354

Category

nonfiction

Subjects

Mathematics, Stem