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Solution: Parallel Courses

Explore how to calculate the minimum number of semesters required to complete university courses with prerequisites by applying topological sorting. Understand how DFS and cycle detection help identify dependencies and impossible schedules. This lesson equips you to analyze course dependency graphs and efficiently solve scheduling problems.

Statement

You are designing a course schedule for a university with n courses, labeled from 1 to n. The prerequisite requirements are given in an array, relations, where each relations[i]=[prevCoursei,nextCoursei]\text{relations}[i] = [\text{prevCourse}_i, \text{nextCourse}_i] means that prevCoursei\text{prevCourse}_i must be completed before you can enroll in nextCoursei\text{nextCourse}_i ...