6 edition of Topics on Steiner systems found in the catalog.
1980 by North-Holland Pub. Co., sole distributors for the U.S.A. and Canada, Elsevier North-Holland in Amsterdam, New York, New York .
Written in English
Bibliography: p. 317-347.
|Statement||edited by C. C. Lindner and A. Rosa.|
|Series||Annals of discrete mathematics ;, 7|
|Contributions||Lindner, Charles C., Rosa, A.|
|LC Classifications||QA166.3 .T66|
|The Physical Object|
|Pagination||ix, 349 p. :|
|Number of Pages||349|
|LC Control Number||80013076|
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Purchase Topics on Steiner Systems, Volume 7 - 1st Edition. Print Book & E-Book. ISBNBook Edition: 1. Co-ordinatizing Steiner systems; Chapter 2. Algebraic speculations about Steiner systems; Chapter 3. Almost all Steiner triple systems are asymmetric; Part II: Steiner systems with higher value of t; Chapter 4.
External results and configuration theorems for Steiner systems; Chapter 5. Search in this book series. Topics on Steiner Systems. Edited by C.C. Lindner, A. Rosa. Volume 7, Pages ii-vii, () Download full volume. Previous volume. Next volume. Actions for selected chapters.
Select all / Deselect all. Download PDFs Export citations. Topics on Steiner systems. [Charles C Lindner; A Rosa;] Home. WorldCat Home About WorldCat Help. Search. Search for Library Items Search for Lists Search for Book, Internet Resource: All Authors / Contributors: Charles C Lindner; A Rosa.
Find more information about: ISBN: An introduction to Steiner systems what we feel is an intrinsically very interesting topic with many fascinating open problems to be solved. In formal terms, a Steiner system S(t,k,v) comprises a Further details can be found in the book by Ian Anderson (ref-erence 1).
To conclude this introduction it is perhaps instructive to give a sec. References. There is a huge body of research on Steiner systems. For a good recent survey (from which most of the information on this page came from), see Steiner Systems, Charles J. Colbourn and Rudolf Mathon, in Handbook of Combinatorial Designs, second edition, () pp.
Another good reference is Design Theory, T. Beth, D. Jungnickel and H. Lenz, second edition (). With their unique perspective as leading contributors to the language, Friedenthal, Moore, and Steiner provide a full description of the language along with a quick reference guide and practical examples to help you use SysML.
The book begins with guidance on the most commonly used features to help you get started quickly. The only independent but relatively sympathetic book-length study of the Steiner system describes it as follows: the door of the First Class is by no means opened to all who knock.
Somewhere between 10 to 30 per cent of General Society members probably also belong to this inner society, which, to outsiders, appears mysterious. The New Age philosopher, Rudolf Steiner (), was the most prolific and arguably the most influential philosopher of his era.
He assembled a substantial library, of approximately 9, This is vintage Steiner—a unique book on a unique subject: the books he thought about writing, but decided not to write. There are seven: 1) a book on Joseph Needham, the Cambridge microbiologist and sinologist; 2) a book on academic envy; 3) a study of ‘the tongues of eros’, i.e.
lovemaking in different languages; 4) a study of the Jews, Israel and Zionism; 5) a comparison of multiple Reviews: Keywords: Steiner systems 1. INTRODUCTION Let n, k, t,andλ be positive integers satisfying n>k>t≥ 2.
A t-(n,k,λ)-design is a k-uniform hypergraph H = (X,F) on n vertices with the following property: every t-set of vertices A ⊂ X is contained in exactly λ edges F ∈ F. The special case λ = 1 is known as a Steiner system with parameters.
A Practical Guide to SysML, Third Edition, fully updated for SysML versionprovides a comprehensive and practical guide for modeling systems with their unique perspective as leading contributors to the language, Friedenthal, Moore, and Steiner provide a full description of the language along with a quick reference guide and practical examples to help you use SysML.
Steiner triple systems and graph decompositions An STS(v) is equivalent to partitioning the edges of a complete graph K v into triangles. Ref. picture from cover book of book by Lindner and Rodger Steiner Triple Systems Lucia Moura.
A pair, where is a finite set of elements and is a set of -subsets in (called blocks) such that every -subset from is contained in exactly one block number is called the order of the Steiner system.A Steiner system is a particular case of a block design and of a tactical configuration.A Steiner system for is a balanced incomplete block design (BIBD), and for, it is a finite.
In combinatorial mathematics, a Steiner system (named after Jakob Steiner) is a type of block design, specifically a t-design with λ = 1 and t ≥ A Steiner system with parameters t, k, n, written S(t,k,n), is an n-element set S together with a set of k-element subsets of S (called blocks) with the property that each t-element subset of S is contained in exactly one block.
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