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Problem Posing and Solving for Mathematically Gifted and Interested Students
Mathematics and mathematics education research have an ongoing interest in improving our understanding of mathematical problem posing and solving. This book focuses on problem posing in a context of mathematical giftedness. The contributions particularly address where such problems come from, what properties they should have, and which differences between school mathematics and more complex kinds of mathematics exist. These perspectives are examined internationally, allowing for cross-national insights.
Matching minors in bipartite graphs
In this thesis we adapt fundamental parts of the Graph Minors series of Robertson and Seymour for the study of matching minors and investigate a connection to the study of directed graphs. We develope matching theoretic to established results of graph minor theory: We characterise the existence of a cross over a conformal cycle by means of a topological property. Furthermore, we develope a theory for perfect matching width, a width parameter for graphs with perfect matchings introduced by Norin. here we show that the disjoint alternating paths problem can be solved in polynomial time on graphs of bounded width. Moreover, we show that every bipartite graph with high perfect matching width mus...
SS-Major Horst Kopkow
Previously unpublished documents in archives in Europe and the USA show how Britain’s Secret Intelligence Service showed a insensitive disregard for its former agents murdered in German concentration campsA callous disregard by recruiting the Gestapo major responsible for their deaths as a consultant in Britain’s own post-war counter espionage activities against Soviet agentsResearch that shows not only how Britain recruited Kopkow, but also protected him from prosecution as a war criminalHistorically rich in detail with photographs of many of the characters involved On 27 May 1942, SS-General Reinhard Heydrich was assassinated by Czech agents who were trained in the UK and dropped by pa...
Dualities in graphs and digraphs
In this thesis we describe dualities in directed as well as undirected graphs based on tools such as width-parameters, obstructions and substructures. We mainly focus on directed graphs and their structure. In the context of a long open conjecture that bounds the monotonicity costs of a version of the directed cops and robber game, we introduce new width-measures based on directed separations that are closely related to DAG-width. We identify a tangle-like obstruction for which we prove a duality theorem. Johnson, Reed, Robertson, Seymour and Thomas introduced the width measure directed treewidth as a generalisation of treewidth for directed graphs. We introduce a new width measure, the cycl...
AKASHVANI
"Akashvani" (English ) is a programme journal of ALL INDIA RADIO ,it was formerly known as The Indian Listener.It used to serve the listener as a bradshaw of broadcasting ,and give listener the useful information in an interesting manner about programmes, who writes them,take part in them and produce them along with photographs of performing artists. It also contains the information of major changes in the policy and service of the organisation. The Indian Listener (fortnightly programme journal of AIR in English) published by The Indian State Broadcasting Service,Bombay ,started on 22 december, 1935 and was the successor to the Indian Radio Times in english, which was published beginning in...
C Programming FAQs
Written by the originator of the USENET C FAQ, this book addresses the real-world problems on C programming that are asked, again and again, on the "comp.lang.c" newsgroup. The book is aimed at C programmers who need quick, concise answers to the stubborn questions which invariably arise when programming in C. It provides accurate answers, insightful explanations, and extensive code examples.
Programm des Königlichen Dom-Gymnasiums zu Halberstadt
Enrollment information and school news for 1887-1888.
Mathematics Magazine
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