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Contents

Implementation of AND Gate from NAND Gate Implementation of OR Gate from NAND Gate Implementation of NOT Gate from NAND Gate Implementation of XOR Gate from NAND Gate Implementation of NOR Gate from NAND Gate Implementation of AND Gate from NOR Gate Implementation of OR Gate from NOR Gate Implementation of NOT Gate from NOR Gate Implementation of XOR Gate from NOR Gate Implementation of XNOR Gate from NAND Gate Half Adder: Implementation and Truth Table Full Adder: Implementation and Truth Table Half Subtractor: Implementation and Truth Table Implementation of an SR Latch Using NAND Gates Implementation of a 2:1 Multiplexer Using Logic Gates

Karnaugh Map Context 2-Variable Karnaugh Maps 3-Variable Karnaugh Maps and the Wraparound Rule 4-Variable Karnaugh Maps and the Four Corners Don't-Care Conditions Karnaugh Map Worked Examples

Why Circuits Need Memory The SR Latch: Two Gates Remembering a Bit The Gated D Latch: Controlling When Memory Updates The D Flip-Flop: From Level to Edge

Data Structures & Algorithms

Graph Theory Basics for CS

BFS and DFS: Walking a Graph Shortest Paths with Dijkstra Minimum Spanning Trees: Kruskal and Prim

Topological Sort and Cycle Detection Strongly Connected Components with Tarjan Bellman-Ford: Shortest Paths with Negative Weights

Introduction to Backtracking Subsets and Combination Sum Permutations of a String The N-Queens Problem Palindrome Partitioning Graph M-Coloring Sudoku: Where Plain Backtracking Runs Out

Introduction to Sorting Merge Sort, Step by Step Quick Sort, Step by Step Heap Sort and Sorting Without Comparisons Partition Problems: 0s, 1s and 2s Merge-Based Problems: Union, Intersection and Inversions Interval Problems: Merging and Minimum Platforms Sort, Then One Pass

Two Pointers: Throwing Work Away on Purpose Walking In From Both Ends Read Pointer, Write Pointer Triplets, and Everything Above Them Two Sequences, One Pass Each

Recursion (FULL GUIDE)Memoization and Tabulation Two Axes: Reading the Answer Back Out Take It or Leave It: the Knapsack

Longest Increasing Subsequence in O(n log n)Sliding Window Maximum with a Monotonic Deque Edit Distance: the Levenshtein Table, Row by Row Median of Two Sorted Arrays in O(log(min(n, m)))

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