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The difference between nature and definition in mathematics
The difference between essence and definition in mathematics;

Definition means what something is. Nature refers to what something looks like.

Definition is the meaning of the object, and essence is the function of the object.

Definition is to describe or standardize the meaning of a word or a concept by enumerating the basic attributes of a thing or an object. Concept is the product of thinking and reflects the essential attributes of things. The concept of distinction is abstract and the definition is objective.

Natural? 【xìng zhi】?

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Essence? Temper? nature

antonym

* * * Sex? Defects? Lack? Disadvantages? Worse? Frequently asked questions? disadvantaged

Understand the formal essence of things from an objective point of view. The adaptive feeling of living things [people, animals and plants] reflects human nature. Broadly speaking, nature is the connection between one thing and other things. If one thing can change one thing, then the two things are related. For example, one of the chemical properties of hydrogen is flammable, and combustion is to chemically change oxygen. This connection with oxygen is one of the chemical properties of hydrogen.

Extended data definition? 【dìng yì】?

An accurate and brief explanation of the essential characteristics of a thing or the connotation and extension of a concept.

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definition

Definition originally refers to a clear description of the value of things. Modern definition: an accurate and brief explanation of the essential characteristics of a thing or the connotation and extension of a concept; Or describe or standardize the meaning of a word or concept by enumerating the basic attributes of events or objects; A defined transaction or object is called a defined project and its definition is called a defined project. A brief description of the essential characteristics of a thing or the connotation and extension of a concept.

It is equivalent to the assignment of unknowns in mathematics. For example, "Let an unknown be a known letter X to simplify the calculation", and give a certain meaning or image to the named words, which is beneficial to the identification and recognition in communication. Naming and definition always go hand in hand. It is a theoretical truth to explain and describe unknown and unfamiliar things with known and familiar things, and to distinguish them. It is worth noting that definition is an expression, not a source of independent cognition. Being too persistent will kill what you know but can't express. Simply put, definition is an artificial, broad and universal interpretation, such as names (nicknames, names), symbols, idioms and so on.