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I'm a student at Johns Hopkins reaching out for help in my Intro to Algorithms class. Types of problems we cover: proofs of correctness and run time & algorithm design. We are mostly concerned with theory and aren't required to do much actual coding/implementation. Class topics we cover: Asymptotic analysis, recurrences, Probabilistic analysis, randomized quicksort, Linear time selection/median, Sorting: O(n) algorithms and ?(n log n) lower bound, Balanced Search Trees, Amortized Analysis, Heaps, Union-Find, Universal and Perfect Hashing, Dynamic Programming, BFS, DFS, topological sort, strongly-connected components, Single-Source Shortest Paths, All-Pairs Shortest Paths...

I have not found my lectures or CLRS textbook helpful for writing proofs and am looking to learn how to so effectively. If someone has experience in these topics + proof writing please let me know, thanks!
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