Without some unifying theory, the mathematicians would fatally tend to use divergent, incompatible languages, like the builders of the tower of Babel. Theory of categories seems to be the most characteristic unifying trend in present day Mathematics; for that reason I think it will soon have to be taught at the University level like other fundamentals, as early as linear Algebra or Topology. Mathematics is the key for the understanding of the whole Universe, unifying all human thinking, from Sciences to Philosophy and Metaphysics. So the great ideal of Plato and Leibniz, the ideal of Mathematics as the essence of all knowledge, might at last be attained.http://www.numdam.org/item/CTGDC_1966__8__A1_0
The mathematician Alexander Borovik speaks of the importance of the 'vertical unity' of mathematics....
As the time enters the 21st century, sciences such as those of theoretical physics, complex system a...
This article, written in Bengali ('Gonit Dorshon' means `philosophy of mathematics' ), briefly revie...
Standard histories of mathematics and of analytic philosophy contend that work on the foundations o...
The link between mathematics and Western society resides in the idea of universality. Today crisis o...
Within contemporary philosophy of mathematics there is a trend focussing on how mathematics is done ...
The development of mathematics is intimately interwoven with the progress of civilization, influenci...
With the 17-th century an essentially new period in the development of mathematics began. The circle...
Mathematics is one of the most interesting and challeng-ing subjects known to mankind. This is due p...
Explicit concepts and sufficiently precise definitions are the basis for further advance of a scienc...
In this work we discuss the path from the initial stage of mathematical awareness to the understandi...
Mathematics and philosophy have always been closely tied, and perhaps this relationship first bega...
The philosophy of mathematics provides a severe test for a materialist explanation of science. This...
Grassmann in his philosophical introduction describes the two-fold division of formal sciences, that...
Mathematics has always been a core part of western education, from the medieval quadrivium to the la...
The mathematician Alexander Borovik speaks of the importance of the 'vertical unity' of mathematics....
As the time enters the 21st century, sciences such as those of theoretical physics, complex system a...
This article, written in Bengali ('Gonit Dorshon' means `philosophy of mathematics' ), briefly revie...
Standard histories of mathematics and of analytic philosophy contend that work on the foundations o...
The link between mathematics and Western society resides in the idea of universality. Today crisis o...
Within contemporary philosophy of mathematics there is a trend focussing on how mathematics is done ...
The development of mathematics is intimately interwoven with the progress of civilization, influenci...
With the 17-th century an essentially new period in the development of mathematics began. The circle...
Mathematics is one of the most interesting and challeng-ing subjects known to mankind. This is due p...
Explicit concepts and sufficiently precise definitions are the basis for further advance of a scienc...
In this work we discuss the path from the initial stage of mathematical awareness to the understandi...
Mathematics and philosophy have always been closely tied, and perhaps this relationship first bega...
The philosophy of mathematics provides a severe test for a materialist explanation of science. This...
Grassmann in his philosophical introduction describes the two-fold division of formal sciences, that...
Mathematics has always been a core part of western education, from the medieval quadrivium to the la...
The mathematician Alexander Borovik speaks of the importance of the 'vertical unity' of mathematics....
As the time enters the 21st century, sciences such as those of theoretical physics, complex system a...
This article, written in Bengali ('Gonit Dorshon' means `philosophy of mathematics' ), briefly revie...