What is the thinking space and the four dimensional space, the two dimensional space, the three dime

With all due respect, I don't think your conjecture is correct.

We can think of time as a constant that can be decomposed. Time can be broken down, and this sentence can be a bit difficult to understand. However, as long as you figure it out, it's very simple.

To understand this, we must first understand two things. The first is the inseparability of time and space, which is probably understood by everyone, and it is meaningless to talk about time without space, or talk about space without time. The second point is the diversity of time, which can be a little tricky to understand.

In our daily life, we come into contact with the synthesis of time, that is, the organic combination of various sub-temporal times to form a total time system. You may think I'm quibbling, but I'm not. As long as you think about it from a different perspective, a result may be formed by several different reasons.

In the case of motion, what we observe is generally a combination of several different motions resulting from one type of motion, i.e., a combined motion. We can think of time in the same way. The combination of time that we see can be made up of the time when the object moves, the historical time (i.e., the elapsed time), and some other time.

The movement time can be regarded as the time of up and down movement, the time of left and right movement, and the time of forward and backward movement. Of course, there are various ways to divide it, which constitutes the diversity of time, and how to divide it depends on different circumstances. A portion of time corresponds to a period of space.

In this incomplete space, time plays a decisive role.

The reason why we are three-dimensional beings is because there is only three-dimensional time in this dimensional space. The incompleteness of time determines the incompleteness of space. We can't know space in other dimensions because we don't have the time to move in that space.

The diversity of time determines the diversity of space. At the same time, because of the different ways of decomposition of time, our three-dimensional space is destined to be relative, and it can be named one-dimensional, two-dimensional, or even arbitrary dimension - depending on the different decomposition methods. Time is the key to determining dimensions, and at the same time, it is also the key to determining the way in which low-dimensional objects exist in high dimensions.

Also, I don't think the mind space exists, it's just an illusory concept, generated by the brain's thinking.

Time is in a hurry, so let's talk about this. We apologize for any shortcomings.

Ha Philosophy will guide you through everything

Two-dimensional space refers to the plane space composed of only two elements, length and width (x-axis and y-axis in geometry), which only extends and expands in the plane, and is also a term in fine arts, for example, painting is to show things in three-dimensional space (three-dimensional space) in two-dimensional space. In geometry, two-dimensional space refers only to a plane, and each point on it can be represented by coordinates (x,y) made up of two numbers.

Three-dimensional space: Length, width, and height constitute "three-dimensional space". Three-dimensional, that is, front and back, up and down, left and right. Three-dimensional things are capable of accommodating two-dimensional. The three axes of length, width, and height in three-dimensional space are to explain the distance relationship between objects in three-dimensional space relative to the origin o.

Three-dimensional space (also known as three-dimensional, three-dimensional, 3D) can refer to the space composed of three dimensions of length, width and height in daily life. Moreover, the term "three-dimensional space" used in daily life often refers to three-dimensional Euclidean space. For a long time in history, three-dimensional space was considered a mathematical model of the space we live in.

Physicists at the time believed that space was flat. Since the twentieth century, the discovery of non-Euclidean geometry has opened up other possibilities for the nature of real space. And the birth of the theory of relativity and the corresponding mathematical description:

Minkowski space-time treats time and space as a whole as a four-dimensional continuum. After the advent of string theory, it is no longer enough to describe the universe in real life in three-dimensional space, but it is necessary to use higher-dimensional mathematical models, such as ten-dimensional space.

Some rubber ropes are woven into a net according to the style of warp and weft, and flattened it, we can approximate it as a two-dimensional plane, and then put a small ball on the net, and the rubber net is concave under the gravity of the ball, which forms a three-dimensional space.

Four-dimensional space: Four-dimensional space is a concept of space-time. In simple terms, any space with four dimensions can be called a "four-dimensional space".

However, most of the "four-dimensional space" mentioned in daily life refers to the concept of "four-dimensional space-time" mentioned by Albert Einstein in his "General Theory of Relativity" and "Special Theory of Relativity". According to Einstein's concept, our universe is made up of time and space. The relationship between time and space is that there is an additional time axis in the structure of space compared with the three axes of length, width and height of ordinary three-dimensional space, and this time axis is an axis of imaginary values.

Two dimensions are planes, three dimensions are three-dimensional, and four dimensions plus time.