But both discrete mathematics 1 and discrete mathematics 2 are.

Discrete mathematics 1 is mainly set theory mathematical logic, and discrete mathematics 2 is mainly graph theory.

But both will be interspersed with combinatorial mathematics, which is obvious. ....

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So the software experimental class started enrolling students this year? Hmm. How interesting

Basic courses in software mainly include

Discrete Mathematics (1)(2), Fundamentals of Programming and Algorithms, java, Assembly, Data Structure

There is no special combinatorial mathematics, but what you said is the most basic guarantee of set theory and graph theory.

Subsequent courses include two semesters of theoretical computer science taught by Yao Qizhi, mainly introducing interdisciplinary computer algorithm design and complexity. But considering that Mr. Yao's research direction is cryptography, this course should have a lot of knowledge of combinatorial mathematics and number theory. This course is bilingual, and the book Concrete Mathematics can be used. If you want to know the specific name of the textbook, I'll ask it for you.

To tell the truth, what you said is really a small case, at least the electrical majors should master it.

There are many more electronic experiments in the software experimental class than in the software major. I don't know why. Similar to our department.

I feel that the expertise of a company like MS is not in this. foot ..