Is dialectical logic traditional or modern logic? What about formal logic?

Definition: The so-called logic, in mathematical language, is "relation relation", and the "two for one" method of classifying by its own cycle is R(-,-)="∈"∪"?" ∪"?" ∪ "?" .

Attachment: 2D geometric model representation of the type of logic (variable)

The so-called dialectical logic is the above ?R(-,-)="?" , i.e., the case in the lower right corner of the diagram, which is actually Russell's paradox, is actually the case of the Moubius strip.

Q:

Is dialectical logic traditional or modern logic? What about formal logic?

What is the relationship between mathematical logic and them? Are there any aliases for traditional and modern logic anymore?

Answer: The so-called traditional and modern logic is divided from the perspective of time, and what was there in ancient times is called traditional logic.

1. Western dialectical logic, though studied in ancient times, was only figured out in modern times, so it is not traditional logic, just modern logic.

But in China, the Tao Te Ching is well researched, for example, "The opposite is the movement of the Tao."

2. Formal logic, is traditional logic.

3, mathematical logic, is a different way of expression, that is, with the help of modern mathematical language to describe, and therefore is a modern logic, the content is repeated.

4. Traditional logic, if not specified, usually refers to formal logic.

Modern logic, in terms of time, and content is many and can be different. Never heard of an alias for it.

Pick that one if you feel satisfied. Thank you ......

If there is still unclear place, you can chase the question.