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Problems in Discrete Geometry and Extremal Combinatorics

2016
We study several problems in discrete geometry and extremal combinatorics. Discrete geometry studies the combinatorial properties of finite sets of simple geometric objects. One theme of the field is geometric Ramsey theory. Given m geometric objects, we want to select a not too small subset forming a configuration that is “regular” in some sense.
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Representation theory methods in extremal combinatorics

2016
The research of this thesis lies in the area of extremal combinatorics. The word "extremal" comes from the kind of problems that are studied in this field. In fact, if a collection of finite objects (numbers, subsets, subspaces, graphs, etc.) satisfies some restrictions then the following questions are of interest from the perspective of extremal ...
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ELEMENTS OF COMBINATORICS IN INTRADISCIPLINARY CONTEXTS

Acta et Commentationes Sciences of Education , 2022
Larisa Sali, Marcel Teleuca
exaly  

Cue Combinatorics in Memory Retrieval for Anaphora

Cognitive Science, 2019
Dan Parker
exaly  

Combinatorial Thinking to Solve the Problems of Combinatorics in Selection Type

International Journal of Learning, Teaching and Educational Research, 2019
Cholis Sa'dijah
exaly  

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