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Learn algorithms through explanation and practice

Algorithms are reusable methods for solving classes of problems. Learning them well means understanding when they apply, why they work, and how their performance changes as input grows.

Core algorithm topics

A strong sequence starts with complexity, searching, sorting, two pointers, sliding windows, prefix sums, recursion, and backtracking before moving to graph and optimization techniques.

Analyze efficiency

Big O notation helps compare solutions and identify bottlenecks. Always consider both runtime and extra memory.

  • Constant and logarithmic work
  • Linear and quadratic growth
  • Recursive call costs
  • Space used by data structures

Turn concepts into skill

After learning an algorithm, implement it from scratch, trace it on a small example, and solve variations that require adapting the pattern.

Practice algorithm patterns

Move from theory to working code with progressively organized challenges.

Solve algorithm challenges