Mathematics
Mathematics (Greek) English: I begin mathematics) from some suppositions for quantity, structure, a change, a thing such as the space, and it is study to study a system consisting of the fact (a theorem) chisels which are provided by can go ahead through the decided apriority.
About the etymology of the mathematics, as for Japanese the persuasive etymology theory is not shown.
I refer to a number about some proposed opinions.
It is the kanji (a numerical correct letter) treats an ancient calculator for the another view, and to count a number, and it is, in addition, it makes a sound for the another view, and to count a number.
English mathematics has the origin toward Greek ([m thema]:) study, knowledge, learning it,[mathematikos]: ) of the property to learn to learn willingly.
The number was deified in the mathematics study in the ancient Greece Pythagoras religious community.
It points at an axiom and the logic consisting of the reasoning and a theoretical system containing those result as the general term of a study in fields such as the traditional number theory or geometry and the result affirmatively again and, with the mathematics, says to a narrow sense.
In addition, an axiom and a reasoning rule point at the established system public according to a frame called metamathematics (meta mathematics) in a wide sense.
I use formal logic as a common frame and, in the modern mathematics, research abstract structure defined for an axiom.
The thing of the result as the mathematics must not finally depend on an experiment and observation like other natural science without depending on state of things of the methodology.
A mathematics study is made a self-purpose in mathematics, the particularly traditional pure mathematics, and a study is done for internal interest to the mathematics.
It is regarded it gets an essential concept or a theorem and how builds systematic mathematics in such a mathematics how as important and defines suitable concept and space though it describes an object of the mathematics, and it is the main work of the mathematician to get the theorem that it is delicious, and expressed a phenomenon of the mathematics.
On the other hand, there is the mathematician studying it in each field from an aesthetic reason.
As for them, symmetricalness or intuition characteristics consider mathematics to be close for art with the unique aesthetic sense.
It has a lot on philosophy of the mathematics, the mathematical beauty about this field.
About the etymology of the mathematics, as for Japanese the persuasive etymology theory is not shown.
I refer to a number about some proposed opinions.
It is the kanji (a numerical correct letter) treats an ancient calculator for the another view, and to count a number, and it is, in addition, it makes a sound for the another view, and to count a number.
English mathematics has the origin toward Greek ([m thema]:) study, knowledge, learning it,[mathematikos]: ) of the property to learn to learn willingly.
The number was deified in the mathematics study in the ancient Greece Pythagoras religious community.
It points at an axiom and the logic consisting of the reasoning and a theoretical system containing those result as the general term of a study in fields such as the traditional number theory or geometry and the result affirmatively again and, with the mathematics, says to a narrow sense.
In addition, an axiom and a reasoning rule point at the established system public according to a frame called metamathematics (meta mathematics) in a wide sense.
I use formal logic as a common frame and, in the modern mathematics, research abstract structure defined for an axiom.
The thing of the result as the mathematics must not finally depend on an experiment and observation like other natural science without depending on state of things of the methodology.
A mathematics study is made a self-purpose in mathematics, the particularly traditional pure mathematics, and a study is done for internal interest to the mathematics.
It is regarded it gets an essential concept or a theorem and how builds systematic mathematics in such a mathematics how as important and defines suitable concept and space though it describes an object of the mathematics, and it is the main work of the mathematician to get the theorem that it is delicious, and expressed a phenomenon of the mathematics.
On the other hand, there is the mathematician studying it in each field from an aesthetic reason.
As for them, symmetricalness or intuition characteristics consider mathematics to be close for art with the unique aesthetic sense.
It has a lot on philosophy of the mathematics, the mathematical beauty about this field.