FUNDAMENTALS OF BOOLEAN ALGEBRA

1.1.1 Origins 1.1.2 The Schools Vaisheshika

1.1.3 Catuskoti 1.1.4 Nyaya

1.1.5 Jain Logic 1.1.6 Buddhist Logic

1.1.7 Navya-Nyaya

1.1.8 Influence of Indian Logic on Modern Logic

1.1.9 Boolean Logic and Indian Thoughts

  1.2 Boolean Algebra :

1.2.1 Truth Tables

1.2.2 Properties of Boolean Algebra

1.2.3 Principle of Duality 1.2.4 De-Morgans Theorem

Unit-II Boolean Function :

2.1 Boolean Expression 2.2 Boolean Function

2.3 Min- Term of Minimal Boolean Function

2.4 Disjunctive Normal Form or Canonical Form

2.5 Complete Disjunctive Normal Form or Complete Canonical Form

2.6 Boole's Expansion Theorem

2.7 Complement Function of a Boolean Function in Disjunctive Normal Form

2.8 Max-Term or Maximal Boolean Function

2.9 Conjunctive Normal Form or Dual Canonical Form

2.10 Complete Conjunctive Normal Form

2.11 Complement Function of a Boolean Function in Conjunctive Normal Form

2.12 SOP & POS Forms

2.13 Minimize the Boolean Function using Kannaugh-Map upto 3 variables.

Unit-III Logic Gates :

3.1 AND Gate 3.6 XOR Gate

3.2 OR Gate 3.7 XNOR Gate

3.3 NOT Gate 3.8 Buffer Gate

3.4 NAND Gate 3.9 Universal Gate

3.5 NOR Gate 3.10 Applications of Logic Gates

Unit-IV Circuits :

4.1 Switching Circuits 4.2 Parallel Circuits

4.3 Series Circuits 4.4 Relay Circuit

4.5 Various positions of switches and currents in Electric Circuits 

4.6 Simple Arithmetic and Logic Circuits

4.7 Combinational Circuits; 4.7.1 Adder; 4.7.2 Subtractor

4.8 Simple Combinational Circuit Design Problems