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Undergrad Complexity at CMU - From P-Completeness to PSPACE-Completeness

Ryan O'Donnell via YouTube

Overview

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This course covers undergraduate computational complexity theory, focusing on the topic of NP. The learning outcomes include understanding P-completeness, reductions, clauses, logspace, the Cook-Levin Theorem, and PSPACE-completeness. The teaching method involves lectures and suggested readings. The course is intended for undergraduate students interested in computational complexity theory.

Syllabus

Introduction
PCompleteness
Reductions
Clauses
Logspace
Cooklevin Theorem
PSPACEComplete

Taught by

Ryan O'Donnell

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