In what order do you study mathematics?

Question

Mathematics

On the 5th year of the university, while writing my diploma, I realized the necessity, for me, of mathematics. Previous courses studied mathematics rather poorly and did not understand why it was needed.
After graduating from the university, he began to look for the most worthy textbooks in various areas.
Final list:
1) "Fundamentals of Mathematical Analysis", Rudin
2) "Probability", Shiryaev
3) "Classical and Quantum Computing", Vyalyi, Kitaev, Shen
4) "Matrix Analysis and Linear Algebra", Tyrtyshniktov E. E.
Of course, this is not a complete list of destinations.
Please tell me in what order it is necessary to study the disciplines of higher mathematics, including those not indicated in the above list? In addition, what are the most worthy textbooks in each area?
UPD:
There are relatively many areas of mathematics. But there is a basis for all areas of this science, after studying which you can begin to develop in the field of data analysis, computer vision, etc., where, in addition, you will have to get acquainted with new sections of mathematics.
Particularly interested in the foundations of higher mathematics.

Answer 1

I will advise "Research of Operations" Zaichenko Yu.P.
It may seem complicated, but in general, the methods of mathematical programming are described quite fully, along with examples.

Answer 2

It all depends on what you want to get in the end) And you can’t learn just one hell.