神秘学校 微积分二 (The School You Don't Know Which, CASE)
麻省理工 工程数学方法 (MIT 18.086 Mathematical Methods for Engineers II)【英】
018 - 20231002 微積分一 Part2 | some example of oscillating functions, chain rule, m
015 - 20230925 微積分一 Part1 | properties of derivative, composite functions, chain
005 - 20230911 微積分一 Part1 | Weierstrass Theorem (2), define subsequence, Cauchy
011 - 20230922 微積分一 Part1 | logarithm and exponential (1)
007 - 20230914 微積分一 Part1 | continuous function, uniformly continuous, Lipchitz
017 - 20231002 微積分一 Part1 | order of magnitude, introduce an smooth function
021 - 20231012 微積分一 Part1 | Integration of rational functions (2), Improper inte
014 - 20230923 微積分一 Part2 | MVT for derivative (2), approximation by linear fun
019 - 20231005 微積分一 Part1 | Integration by parts
020 - 20231005 微積分一 Part2 | Integration of rational functions (1)
004 - 20230907 微積分一 Part2 | Completeness of Real Number, Weierstrass Theorem (1)
010 - 20230918 微積分一 Part2 | properties of integral, MVT-general MVT for integral
012 - 20230922 微積分一 Part2 | logarithm and exponential (2)
013 - 20230923 微積分一 Part1 | Fundamental Theorem of Calculus I, Rolle's Theorem,
016 - 20230925 微積分一 Part2 | first-second derivative test
022 - 20231012 微積分一 Part2 | Improper integral (2)
008 - 20230914 微積分一 Part2 | intermediate value theorem, Extreme Value Theory
