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In my opinion, Cohen's Basic Techniques of Combinatorial Theory is a good introduction for who first learning about the subject. If you want to see many outstanding ideas, I suggest Proofs that Really Count by Benjamin/Quinn.
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- Good Introductory Book on Fluid Dynamics
I have read this book as an undergrad and hence the...
- Good Introductory Book on Geometric Algebra
He also explains how to calculate intersections of every...
- Advice for Choosing a Book in Complex Analysis
I am a 4th year mathematics undergraduate student. I took a...
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Contains introductory material as well as some advanced topics. Drake, Singh, Intermediate Set Theory. If I recall correctly, this book contains a detailed development of set theory and constructibility. There is a new Dover edition of Smullyan, Fitting, Set Theory and the Continuum Problem.
15 wrz 2023 · What are the key ideas about (1) mathematical modelling and (2) teaching it to pupils, who are often in middle school, but might be in primary school or even the latter part of secondary education (videregånde in Norway)?
In this paper I will consider the implications of this perspective on learning for mathematical modelling and problem solving, by casting a situated lens on data collected in a longitudinal, three-year study of 300 students who learned mathematics in very different ways.
9 lis 2016 · What are some of the best books on Representation theory for a beginner? I would prefer a book which gives motivation behind definitions and theory.
1 lut 2006 · Acknowledging and building on research on knowing and learning processes in mathematics, this article presents a theoretical framework that provides a new perspective on the underlying...
I draw a distinction between learning theories and frameworks used for teaching. Learning theories attempt to explain all the factors involved as an individual grows in knowledge and understanding, while epistemological frameworks guide the researcher in investigating certain aspects of learning.
