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Topics In Factorization Of Abelian Groups
by Sandor Szabo
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The main objective of this book is to present the basic results, techniques, and applications of the factorization theory of abelian groups along with the necessary background information. Some of the most important applications of the theory in geometry, combinatorics, coding, and number theory are included.
Much of the material appears for the first time in a book form. Many results are simplified so that they are accessible to the broadest possible audience from university students to specialists.
Contents: 1. Haj’os`s and R’edei`s theorems 2. Elementary arguments 3. The machinery 4. Four characterization results 5. Applying the machinery 6. Cyclic prime component 7. pgroups 8. The Haj’os property 9. The R’edei property 10. Infinite groups 11. Further topics
Appendix A: Simulated subsets Appendix B: Haj’os`s theorem Appendix C: R’edei`s theorem Appendix D: Background of constructions Appendix E: Cyclotomic polynomials
ISBN - 8185931488
Pages : 443
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