| 01 |
Discrete Vs Continuous Math |
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| 02 |
Propositional Logic |
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| 03 |
Application of Propositional Logic |
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| 04 |
Predicate and Quantifiers |
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| 05 |
Rule of Inference |
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| 06 |
Set & Set Opertions |
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| 07 |
Functions (Injective, Surjective, Inverse & Composition) |
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| 08 |
Sequence and Summation |
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| 09 |
Mathematical Induction |
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| 10 |
Algorithms |
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| 11 |
Asymptotic Notation |
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| 12 |
Cryptography |
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| 13 |
EUCLIDEAN ALGO |
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| 14 |
Counting (SUM RULE | PRODCT RULE) |
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| 15 |
Pigeonhole Principle |
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| 16 |
Combination & Permutation |
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| 17 |
Graphs | Application of Graphs |
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| 18 |
Graphs | EULER | HAMILTON path/ciruit |
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| 19 |
Trees | Traversal | Spanning Trees |
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| 20 |
Boolean Algebra |
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| 21 |
Finite State Automata |
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