Basis of Mathematics: Logic

VIEW:409 DATA:2020-03-20

Logic is the basis of mathematics, without logic there is no point in trying to understand mathematics. Mathematics comes from Greek which means the art of understanding. Thus, the foundation of the word defines that the person who masters mathematics, masters the art of understanding. We will therefore use mathematics as the etymology of the word, the art of understanding.

The first point of mathematics is that the truth is absolute. If the truth is not absolute, mathematics has no answer. Thus, in mathematics we always use the term truth.

In mathematics we always substitute things to facilitate understanding. But how would that be?

Let's say I see a house, so when looking at the house I see that the house is blue. In order not to keep drawing the house, in mathematics we substituted a symbol, so let's say that the house will be represented by the letter c, and the group that is blue is part of the letter A. So, we would have the house equal to c, and blue equal to A. We can say that the house belongs to the group of what is blue. The symbol that is between oceo and A, is the symbol belongs.

When something is right, we say it is true. So, if the house belongs to the group of blue things, then it is true.

But what we cannot see is true, so we say that it lacks truth, and we define that lack of truth is the false term.

Let R be the group of red objects, if we read that c belongs to R, that is to say that the house belongs to the sets of red objects, we see that this is not true, the truth is missing, in this case we define it to be false.

So when something is true, it belongs to the truth set. So, we have that the basis of mathematics is in fact.