Digital Design #06 | Karnaugh Maps: Simplify Boolean Logic Visually

Instructor: Dr. Süleyman Burak ÇELİK

In this sixth Digital Design lesson, we turn truth-table rows into geometry with Karnaugh maps. You will learn the Gray-code ordering that makes adjacent cells differ by one bit, how K-map edges wrap, and how a group of eight cells can collapse to one Boolean literal. In this video: - Why a K-map is a rearranged truth table - Four-variable Gray-code row and column order - Valid groups of 1, 2, 4, 8, or 16 cells - Edge wrapping and overlapping groups - Worked example: F = sum m(0, 1, 2, 3, 8, 9, 10, 11) = B' Topics: 00:00 Karnaugh-map intuition 00:03 Truth table to map 00:34 Gray-code adjacency 01:11 Grouping rules and edge wrapping 01:46 Worked eight-cell group 02:19 Reading the simplified term 02:48 Recap Next lesson: NAND and NOR as universal building blocks. #DigitalDesign #KarnaughMap #KMap #BooleanAlgebra #LogicDesign #Minterms #AcEdumy #Engineering