This text explores the many transformations that the mathematical proof has undergone from its inception to its versatile, present-day use, considering the advent of high-speed computing machines. Though there are many truths to be discovered in this book, by the end it is clear that there is no formalized approach or standard method of discovery to date. Most of the proofs are discussed in detail with figures and equations accompanying them, allowing both the professional mathematician and those less familiar with mathematics to derive the same joy from reading this book
The emergence of powerful mathematical computing environments, the growing availability of correspon...
Our goal in this paper is to identify the different argumentative activities associated with the not...
When mathematicians discuss proofs, they rarely have a particular formal system in mind. Indeed, the...
Some knowledge of what it means to construct a proof is an extremely important part of mathematics. ...
Without having a clear definition of what proof is, mathematicians distinguish proofs from other typ...
This paper is an attempt to review the historically existing types of demonstration of mathematical ...
The notion of proof is central to mathematics yet it is one of the most difficult aspects of the sub...
Mathematical proof lies at the foundations of mathematics, but there are several notions of what mat...
Mathematics seems to have a special status when compared to other areas of human knowledge. This spe...
ABSTRACT: Mathematics seems to have a special status when compared to other areas of human knowledge...
As computers become a more prevalent commodity in mathematical research and mathematical proof, the ...
A proof is a successful demonstration that a conclusion necessarily follows by logical reasoning fro...
The aim of the paper is to study the role and features of proofs in mathematics. Formal and informal...
In the mathematical writings that have come down to us from ancient China, proofs did not aim at est...
Abstract For a long time, mathematical proof has been at the core of an active debate in the commun...
The emergence of powerful mathematical computing environments, the growing availability of correspon...
Our goal in this paper is to identify the different argumentative activities associated with the not...
When mathematicians discuss proofs, they rarely have a particular formal system in mind. Indeed, the...
Some knowledge of what it means to construct a proof is an extremely important part of mathematics. ...
Without having a clear definition of what proof is, mathematicians distinguish proofs from other typ...
This paper is an attempt to review the historically existing types of demonstration of mathematical ...
The notion of proof is central to mathematics yet it is one of the most difficult aspects of the sub...
Mathematical proof lies at the foundations of mathematics, but there are several notions of what mat...
Mathematics seems to have a special status when compared to other areas of human knowledge. This spe...
ABSTRACT: Mathematics seems to have a special status when compared to other areas of human knowledge...
As computers become a more prevalent commodity in mathematical research and mathematical proof, the ...
A proof is a successful demonstration that a conclusion necessarily follows by logical reasoning fro...
The aim of the paper is to study the role and features of proofs in mathematics. Formal and informal...
In the mathematical writings that have come down to us from ancient China, proofs did not aim at est...
Abstract For a long time, mathematical proof has been at the core of an active debate in the commun...
The emergence of powerful mathematical computing environments, the growing availability of correspon...
Our goal in this paper is to identify the different argumentative activities associated with the not...
When mathematicians discuss proofs, they rarely have a particular formal system in mind. Indeed, the...