Add to ORKGsummary:The first part deals with views on mathematical beauty by Russell, Hardy and Platon. In the second part, there are examples of mathematical beauty from arithmetic and geometry. Possibility how to make a thought visible is discussed. The last part deals with some elements of mathematical beauty (Platonic solids, Pascal's triangle, Binomial Formula)
This book contains groundbreaking contributions to the philosophical analysis of mathematical practi...
The paper reflects the author's personal view on the essence of Mathematics and its impact to the mo...
I define mathematical beauty as cognisability and trace the import of this notion through several ep...
Many important statements have been made about the value of aesthetics and beauty in mathematics. ...
In this paper I reflect on the nature of mathematical beauty, and examine the connections between ma...
It may come as a surprise to some that science or mathematics could be considered beautiful, but man...
The aim of this work is to account for expressions like “Cantor’s diagonal proof is elegant” or “Eul...
Abstract. What do mathematicians mean when they use terms such as ‘deep’, ‘ele-gant’, and ‘beautiful...
Recent attempts at defining mathematical beauty fall roughly into two schools of thought. One takes ...
It is a common thought that mathematics can be not only true but also beautiful, and many of the gre...
Mathematics stand in a privileged relationship with aesthetics: a relationship that follows two main...
Some of the most important changes in mathematics education over the past century have evolved in re...
This article is transdisciplinary in that it touches on the disciplines of both mathematics and theo...
We present two different proofs of Pick’s theorem and analyse in what ways might be perceived as bea...
Abstract: Based on the statement, that the experience of mathematical beauty has a positive influenc...
This book contains groundbreaking contributions to the philosophical analysis of mathematical practi...
The paper reflects the author's personal view on the essence of Mathematics and its impact to the mo...
I define mathematical beauty as cognisability and trace the import of this notion through several ep...
Many important statements have been made about the value of aesthetics and beauty in mathematics. ...
In this paper I reflect on the nature of mathematical beauty, and examine the connections between ma...
It may come as a surprise to some that science or mathematics could be considered beautiful, but man...
The aim of this work is to account for expressions like “Cantor’s diagonal proof is elegant” or “Eul...
Abstract. What do mathematicians mean when they use terms such as ‘deep’, ‘ele-gant’, and ‘beautiful...
Recent attempts at defining mathematical beauty fall roughly into two schools of thought. One takes ...
It is a common thought that mathematics can be not only true but also beautiful, and many of the gre...
Mathematics stand in a privileged relationship with aesthetics: a relationship that follows two main...
Some of the most important changes in mathematics education over the past century have evolved in re...
This article is transdisciplinary in that it touches on the disciplines of both mathematics and theo...
We present two different proofs of Pick’s theorem and analyse in what ways might be perceived as bea...
Abstract: Based on the statement, that the experience of mathematical beauty has a positive influenc...
This book contains groundbreaking contributions to the philosophical analysis of mathematical practi...
The paper reflects the author's personal view on the essence of Mathematics and its impact to the mo...
I define mathematical beauty as cognisability and trace the import of this notion through several ep...