Add to ORKGMathematics is the language of the sciences. Unlike most other scientific laws, mathematical laws are by nature unbiased and irrefutable, and as such, tend to be accepted as truth in a way that other scientific laws cannot. While understanding the proofs of many well-known mathematical facts requires a high level of mathematical maturity, there are also many (perhaps not so intuitive) facts whose proof can be easily understood by anyone. The goal of this project is to show the use of mathematics as a language in the hope of providing insight into the beauty of mathematics
Proofs without words are generally pictures, diagrams or schemes that help to see why a given mathem...
The notion of proof is central to mathematics yet it is one of the most difficult aspects of the sub...
Swears are words that are considered rude or offensive. Like most other words, they are arbitrary sy...
It is widely acknowledged within the field of mathematics education that language plays an important...
This essay considers the special character of mathematical reasoning, and draws on observations from...
Popularising mathematics requires a preliminary reflection on language and terms, the choice of whic...
The mathematical discourse is not possible without a fertile use of natural language. Its symbol...
Our thoughts are in one language, and mathematical results are expressed in a language foreign to th...
A ‘mathematical vernacular ’ is a formal language for writing mathematical proofs which resembles th...
To speak of the "language" of mathematics is to use the word "language" in a spe...
The paper considers some of the ways in which mathematics was considered as a language around 1900. ...
Without having a clear definition of what proof is, mathematicians distinguish proofs from other typ...
The aim of the paper is to study the role and features of proofs in mathematics. Formal and informal...
As idealized descriptions of mathematical language, there is a sense in which formal systems specify...
Within the field of mathematics education, the central role language plays in the learning, teaching...
Proofs without words are generally pictures, diagrams or schemes that help to see why a given mathem...
The notion of proof is central to mathematics yet it is one of the most difficult aspects of the sub...
Swears are words that are considered rude or offensive. Like most other words, they are arbitrary sy...
It is widely acknowledged within the field of mathematics education that language plays an important...
This essay considers the special character of mathematical reasoning, and draws on observations from...
Popularising mathematics requires a preliminary reflection on language and terms, the choice of whic...
The mathematical discourse is not possible without a fertile use of natural language. Its symbol...
Our thoughts are in one language, and mathematical results are expressed in a language foreign to th...
A ‘mathematical vernacular ’ is a formal language for writing mathematical proofs which resembles th...
To speak of the "language" of mathematics is to use the word "language" in a spe...
The paper considers some of the ways in which mathematics was considered as a language around 1900. ...
Without having a clear definition of what proof is, mathematicians distinguish proofs from other typ...
The aim of the paper is to study the role and features of proofs in mathematics. Formal and informal...
As idealized descriptions of mathematical language, there is a sense in which formal systems specify...
Within the field of mathematics education, the central role language plays in the learning, teaching...
Proofs without words are generally pictures, diagrams or schemes that help to see why a given mathem...
The notion of proof is central to mathematics yet it is one of the most difficult aspects of the sub...
Swears are words that are considered rude or offensive. Like most other words, they are arbitrary sy...