Hello everyone. I have seen a lot of threads(book threads, IMO advice...) that seem to exist solely so people give advice and give comments on your study material. So I had an idea for a thread where we: state our goals, name the books(video series and other material) we plan to cover in a certain order, give an approximate deadline and other mathchan users can give suggestions, meaningful comments, advice and pointers to others! I'll start: My goal is to develop enough knowledge before I go to university where I hope to take advanced classes and spend more time on advanced topics while simultaneously getting myself ready for the national math competition(not my main focus, just for fun) 《Elementary math 1 i 2 notes》 -notes from my local university where they want to "bridge the gap between high-school and university math" (introductory logic, set theory, relations, functions, number theory, Euclidian geometry, vector spaces and analytic geometry) 《A Transition to Advanced Mathematics by Smith, Eggen, and St. Andre /// 101 problems in algebra》 -covers similair material as the already meantioned notes but in more detail --------------I am here---------------- 《Analysis I notes》 -notes from the local university, this time in calculus/analysis (what European universities call analysis is almost always just rigorous calculus or very elementary analysis since we cover calculus in HS) 《Linear Algebra Shilov》 《Šime Ungar, Analiza 3》 -same deal as before, rigorous calculus/ begginer analysis book for R^n 《101 problems in various topics, Andreescu books, generatingfunctionology, Problem solving strategies by Engels》 《Elements of Set Theory by Enderton》 《Introduction to Logic: and to the Methodology of Deductive Sciences by Alfred Tarski》 《An Introduction to the Theory of Numbers by Niven, Zuckerman, and Montgomery》 -mainly for competitive math but also as an introductory text 《The USSR olympiad problem book》 《Algebra by Artin》 《The Cauchy-Schwarz Master Class: An Introduction to the Art of Mathematical Inequalities by Steele》 -half for competitive maths, half since I heard analysis problems demand a lot of inequality knowledge 《Amann and Escher Analysis series》 -all three books I hope to cover everything stated above in a 1.5-2 years. I covered the things above the "I'm here line" in three weeks while doing most of the exercises.