The main reason for the content of this material is that mathematics is not an applied science. In turn, any scientific discipline that uses mathematical reasoning is a philosophical or experimental technical application that defines all sorts of criteria for perceiving real nature. Pay attention to the main perception by the "observer" of only the external reflection of the surrounding world. Mathematics, in this case, provides the possibility of perceiving the compatibility of the inner and outer Worlds, when the unit is not equal to one: [1 ≠ 1
Arithmetic is the theory of the natural numbers and one of the oldest areas of mathematics. Since al...
Abstract: The theory of embodied cognition proposes that the source of many ideas, including mathema...
Recent years have seen a growing acknowledgement within the mathematical community that mathematics ...
Abstract—The true nature of numbers is that they are a group associated with the moving Painlevé pro...
The essence of number was regarded by the ancient Greeks as the root cause of the existence of the u...
The notions of “mathematicalness” and “mathematicability” of nature appear in the context of attempt...
Mathematics stems out from our ways of making the world intelligible by its peculiar conceptual stab...
Human consciousness and reasoning summarize all physical data into laws and create the mathematical ...
The philosophy of mathematics provides a severe test for a materialist explanation of science. This...
No chimpanzee knows what a square root is, let alone a complex number. Yet not only our closest ape...
Analysing several characteristic mathematical models: natural and real numbers, Euclidean geometry, ...
International audienceMathematics stems out from our ways of making the world intelligible ...
In the paper there are presented two proposals of the interpretations of the applications of mathema...
We provide an argument showing that once we assume the mechanist hypothesis in the cognitive science...
Abstract. In a refined version of Wigner's interpretation of quantum physics, the Universe is e...
Arithmetic is the theory of the natural numbers and one of the oldest areas of mathematics. Since al...
Abstract: The theory of embodied cognition proposes that the source of many ideas, including mathema...
Recent years have seen a growing acknowledgement within the mathematical community that mathematics ...
Abstract—The true nature of numbers is that they are a group associated with the moving Painlevé pro...
The essence of number was regarded by the ancient Greeks as the root cause of the existence of the u...
The notions of “mathematicalness” and “mathematicability” of nature appear in the context of attempt...
Mathematics stems out from our ways of making the world intelligible by its peculiar conceptual stab...
Human consciousness and reasoning summarize all physical data into laws and create the mathematical ...
The philosophy of mathematics provides a severe test for a materialist explanation of science. This...
No chimpanzee knows what a square root is, let alone a complex number. Yet not only our closest ape...
Analysing several characteristic mathematical models: natural and real numbers, Euclidean geometry, ...
International audienceMathematics stems out from our ways of making the world intelligible ...
In the paper there are presented two proposals of the interpretations of the applications of mathema...
We provide an argument showing that once we assume the mechanist hypothesis in the cognitive science...
Abstract. In a refined version of Wigner's interpretation of quantum physics, the Universe is e...
Arithmetic is the theory of the natural numbers and one of the oldest areas of mathematics. Since al...
Abstract: The theory of embodied cognition proposes that the source of many ideas, including mathema...
Recent years have seen a growing acknowledgement within the mathematical community that mathematics ...