Recently, while browsing the "Mathematical Research and Development Forum," I discovered a series of inequality manuals. I felt they were quite valuable resources, so I have reposted them here.
Of course, the difficulty of the content varies. I may not necessarily use many of them myself, or even be able to understand them, but I am still placing them here for preservation and to share with everyone.
Original link: http://bbs.emath.ac.cn/thread-1549-1-1.html
Package Contents:
152 Unsolved Problems.pdf
Hölder and Minkowski Inequalities.pdf
50 Common Methods for Proving Inequalities.pdf
Basic Properties of Inequalities.pdf
Monotonic Function Inequalities.pdf
Harmonic Function Inequalities.pdf
Polygon and Polyhedron Inequalities.pdf
Inverse Trigonometric Function Inequalities.pdf
Series Inequalities.pdf
Number Theory Inequalities.pdf
Hyperbolic Function Inequalities.pdf
Conditional Probability and Numerical Characteristic Inequalities.pdf
Statistics and Information Inequalities.pdf
Convex Bodies and Isoperimetric Inequalities.pdf
Graph Theory Inequalities.pdf
Differential Inequalities.pdf
Determinant Inequalities.pdf
Sequence Inequalities.pdf
General Algebraic Polynomial Inequalities.pdf
Bounded Variation Function Inequalities.pdf
Orthogonal Polynomial Inequalities.pdf
Exponential and Logarithmic Function Inequalities.pdf
Combinatorial Inequalities.pdf
Best Approximation Inequalities.pdf
Click to download: Inequality Collection.zip
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