How to study mathematics?

Question

Programming

Soon to write a term paper on the subject of "math. modeling". I want to get really deep into math. I will study everything from the beginning (grades 10-11 and so on). Recommend books (preferably an ordered list, which are studied in order). in mathematics, provided that the books are needed with a "programmer" bias.

Answer 1

Have pity on yourself, learn only what is useful, everything else will sink anyway.

Answer 2

Look here
www.mathprofi.ru
Vyssha is very intelligibly and systematically filed, without frills.
And from paper books, then certainly everything from Vygodsky M.Ya. and, further, Bronshtein I.N./Semendyaev K.A.

Answer 3

Repent, I am a mathematician, even my university programming was not useful to me.

Answer 4

if mathematical modeling, then there will be a lot connected with linear programming, matrix calculus and finite difference schemes. especially if the modeling of mathematical and physical complex processes and phenomena, whether it be explosions or waves of any kind ....
yes, any remote control to solve or make large calculations without finite-difference schemes is nowhere.
also relevant - neuromathematics, neuroalgorithms.
well, google for these tags, plus "computational mathematics", "concrete mathematics", "simulation in programming", "schemes and models of physical processes from the point of view of mathematics" .... look for something like that, a lot of things will pop up.
in general, even the field of modeling is very extensive, various areas of mathematics, algebra, geometry, probability theory, physics and specialized disciplines can be affected

Answer 5

I advise the course on the stepic https://stepic.org/course/Basic-preparation-course-...
Soon more on discrete mathematics will begin. There are also algorithms, though the course has already ended, but you can work out for yourself

Answer 6

Coursework on the subject "Mathematical Modeling".
In general, normal course papers do not write, but do. Those. you will need to calculate and model something.
1. You need to decide on a topic. Deciding diffuses is one thing, counting probabilities is another, well, and so on ... Mathematics is as spreading as cranberries. What does the teacher say?
2. What is your current level? What is a derivative and why is it needed - do you understand? What is an integral? )))
If yes, then you can move on - Bronstein's Handbook is a good thing for self-education - and to look around what is and was in mathematics.