How are philosophy and mathematics connected?

I think there's a lot of connection between mathematics and philosophy.

Actually, the key problem is that mathematics is some mathematicsHome to the mind game, there is nothing to say. But the problem is that most people are not mathematicians, and a large number of applied mathematicians don't just see mathematics as an intellectual game, mathematics is a tool that can be used.

If mathematics is just a language, it is easy to get mathematical tools from the tools of language. Thus, for contemporary philosophers who focus on the philosophy of language, the mathematical tool, if only as a linguistic tool, needs no further discussion – to discuss clear language is to discuss clear mathematics.

But the math is not that simple. The difference between mathematical propositions is that we do not consider mathematical propositions to be meaningless. Maybe some people will say that 0 + 0 = 0 or 1 + 1 = 2 is gibberish.

But as long as it's a slightly more complex calculation, people won't think it's nonsense – we admit that mathematical knowledge exists.

On the other hand, mathematical knowledge is not a simple statement of knowledge. If it is only said that mathematics itself is mathematical knowledge, then the problem is very small. The point is that mathematics itself has nothing to do with mathematics.

When we discuss math problems, we not only use math but we also use math tools when solving practical problems.

Basic things are inherently used to solve practical problems. First mathematical theory, and then all of a sudden, the mathematical theory that you can use can only be described in terms of magic.

Of course, mathematics and philosophy also intersect in other fieldsSuch as mathematical realism, whether the mathematical object is real. But the problem itself, no matter how you areThe main purpose is to solve the problem of the applicability of mathematics.

The object of study of mathematics is the relationship between objective and quantitative values under the standard, and the object of study of philosophy is the interaction between the objective world from the subjective perspective and the abstract objects within the subjective world.

There is no way to combine the two. But mathematics can be used as a tool and an auxiliary parameter for the process of subjective abstraction.

The original number of philosophies was not separated. Mathematics is basically the younger brother of philosophy, and the research methods of mathematics and philosophy are based on two methods: the inductive method and the deductive method.

So the way mathematics and philosophy work is actually the same, and they are based on some initial principles before they can be deduced. As for those advanced mathematical theories that can't be experimented, you can only ask the most basic things, and the intersection of arguments is also those basic things, such as whether the causality theory of quantum mechanics is violated, whether there is a so-called true randomness, and you have to define what true randomness is. This is a typical ultimate philosophical question, that is to say, mathematics puts aside what can be calculated and experimented, and after the discussion, we have to come back to discuss these most fundamental and soul-seeking questions.

Ten 1 and one 1 are opposites and unified. There is no positive one and no negative one, and vice versa; From this, I want to go away, there is no high and no low, no up and no down, no yang hall letter and no yin, no left and no right .........

Summary. Hello, glad to answer for you! How to Identify Philosophy in Mathematics as "Philosophical Thought in Mathematical Thinking Mathematics is a discipline that studies the quantitative relations and spatial forms of the objective world, and a high degree of abstraction, strict logic, and wide application are the characteristics of this discipline.

Turning the page of the history of the development of mathematics, we also find that the rational thinking of mathematics contains extremely profound philosophical thoughts. Labels: Mathematical Thinking; Practice; Dialectics; Philosophical Thought I. Mathematics ** in Practice The external manifestations of mathematics are more or less related to human intellectual activities, so some people believe that mathematics is "the free creation of the human spirit."

In fact, mathematics is a practical subject, and the development of mathematics is for practical needs.

Hello, glad to answer for you! How to Identify Philosophy in Mathematics as "Philosophical Thought in Mathematical Thinking Mathematics is a discipline that studies the quantitative relations and spatial forms of the objective world, and a high degree of abstraction, strict logic, and wide application are the characteristics of this discipline. Turning the page of the history of the development of mathematics, we also find that the rational thinking of mathematics contains extremely profound philosophical thoughts.

Labels: Mathematical Thinking; Practice; Dialectics; Philosophical Thought I. Mathematics ** in Practice The external manifestations of mathematics are more or less related to human intellectual activities, so some people believe that mathematics is "the free creation of the human spirit." In fact, mathematics is a practical subject, and the development of mathematics is for practical needs.

Mathematics and philosophy are similar to logical mathematics, in our simplest reasoning, there is no existence, there is right and wrong, there is a state, there is a big and small, and in mathematics it can be expressed by 0 and 1.

Mathematics is philosophy.

digital expressions.

Philosophy in mathematics exists objectively, but it may not necessarily be recognized by those who study it.

Mathematics, which developed from philosophy, can only be said to be a kind of guidance in mentality.

It's like Newton coming up with the 'law of gravitation'.

Many times, this law is just a law, but when we perceive it and feel it, we may come up with some answers that act on human hearts.

Earlier, accompany someone to the optical store, and in the choice of lenses, there is an element that is proposed - the refractive index. Of course, we know what refraction is, and of course we don't ask what refraction is, but the clerk keeps answering what refraction is, and we are full of black lines. Later, I changed my expression, what does this thing do to glasses, and I am honored to give a fairly correct answer to the question (although it is obvious that the other party does not know what this thing is for).

Professionally, asking one plus one, not a brain teaser, the answer is of course two, but in the mouth of sociologists and philosophers, you can conjure up other things. I guess the focus is different.

The Nine Chapters of Arithmetic is the oldest Chinese mathematics book in existence, and it was compiled around the beginning of the Eastern Han Dynasty. : Nine numbers: Fangtian, corn, differential, Shaoguang, business merit, average loss, equation, insufficient win, side points, weight difference, sentence stock.

Isn't it true that people today don't understand as well as the ancients what is the relationship between mathematics and philosophy?

Nine numbers can be said to be a mathematical refinement of philosophy in China.

It can also be said that the "nine numbers" of philosophical research are Fangtian, Corn, Difference, Shaoguang, Business Merit, Average Loss, Equation, Winning Deficiency, Sidelines, Weight Difference, and Sentence Stocks. Formed as mathematical logic.

There is a philosophy of mathematics, but there is no philosophical mathematics.

Why? Because philosophy is a kind of systematic spiritual reflection, such as reflection on science, it is called philosophy of science, reflection on life is the philosophy of life, reflection on politics is political philosophy, and of course, reflection on mathematics itself is the philosophy of mathematics. In a sense, philosophy is all-encompassing, reflecting on all the cultural knowledge and civilizational achievements that mankind has accumulated throughout history.

Mathematics, on the other hand, is much narrower and belongs to the sciences, which means that it has nothing to do with the humanities.

A dialectical view of the world in mathematical abstraction.

Didn't find a satisfactory answer, I would like to know the relationship between mathematics, natural sciences, philosophy, social sciences?

Causality, because philosophically it is said that there is a causal relationship between all two things in the world.

Mathematics is the foundation, the tool of philosophy.