Lecture 24: Hiding Crimes in Cyberspace and Methods of Concealment

Lecture 23: Cyber Stalking

Lecture 22: Criminal Copyright Infringement

Lecture 21: Surveillance and Protection

Lecture 20: Interception of Data

Lecture 19: Insurgents and Extremist Groups

Lecture 18: Hackers

Lecture 17: System Protection Against Attack

Lecture 16: Tools Used to Implement Attacks

Lecture 15: Internet Gambling

Lecture 14: Intellectual Property Crime

Lecture 13: Digital Piracy

Lecture 12: Identity Theft

Lecture 11: Stock Robot Manipulation

Lecture 10: Malicious Agents

Lecture 9: Advance Fee Fraud

Lecture 8: Bank Fraud

Lecture 7: Money Laundering

Lecture 6: Virtual Crimes & Perception of Cyber Criminals | Motive, Types & Organization

Lecture 5: Cyber Terrorism

Lecture 4: Categorizing Cybercrime

Lecture 3: Challenges of Cybercrime

Lecture 2: Evolution of Cybercrime

Lecture 1: Introduction to Cybercrime

SPIRITUAL PODCAST(Part - 2) with Famous Astrologer Dr. Mukesh Kumar Pandey| #adhyatma #vegnonveg

SPIRITUAL PODCAST(Part - 1) with Famous Astrologer Dr. Mukesh Kumar Pandey|#adhyatma #purposeoflife

Discrete Math(L-33)|Congruence, Inverse of Modulo, Solving Congruence,Chinese Remainder Theorem(CRT)

Discrete Math(L-32)|Pigeonhole Principle, Generalized Pigeonhole Principle, Permutation, Combination

Discrete Math(L-28)|Codes, Detection & Correction of Error, Group Code & Encoding Fn, Decoding Fn

Discrete Math(L-27)|Permutation & Symmetric Group, Cycle, Transposition, Even/Odd Permutation

Discrete Math(L-14.1)|Solving Homogeneous Recurrence Relation with Characteristic Equation & Example

Discrete Math(L-14)| Function(Domain,Codomain,Range,Image)| Sequence| Recurrence Relation & Solution

Discrete Math(L-24)| Minimum Spanning Tree (MST), Prim’s Algorithm, Kruskal’s Algorithm with Example

Discrete Math(L-18)| Path & Circuit, Walk, Trail, Shortest Path Problem, Dijkstra’s Algorithm

Discrete Math(L-6)| Proof | Direct | Indirect (Contraposition, Contradiction, Exhaustive, By Cases)

Discrete Math(L-5)| First-Order Logic, Atomic & Complex Sentence, Example of FOL, Rules of Inference

Discrete Math(L-4)| Propositional Equivalences, Predicates & Quantifiers (∀, ∃), Nested Quantifiers

Discrete Math(L-17) |Graph, Types of Graph, Basic Terminology, Special Graph, Bipartite Graphs

Discrete Math(L-3)| Propositions, Compound Propositions, Truth Tables & Logical Operator, Precedence

Discrete Math(L-2)|Cardinality of Set, Countable & Uncountable Sets, Countable Infinite Set,Example

Discrete Math(L-1)| ISet, Subset, Power Set, Union, Intersection, Complement, Difference, Product

Module-1_Lec-1:Introduction to AI|Turing Test| Acting, Thinking Humanly| Acting, Thinking Rationally

Module-5_Lec-3: ALPHA BETA PRUNING| PRUNING CONDITION| ALPHA| BETA| EXAMPLE OF α - β PRUNING

Module-3_Lec-4: Uniform Cost Search (UCS) | Example | Artificial Intelligence (AI) | Properties

Module-3_Lec-10: Greedy Best First Search| Example | Artificial Intelligence (AI) | Properties

Module-3_Lec-11: A* Search (Informed Search)| Example | Artificial Intelligence (AI) | Properties

DIP(L-41)| Lempel-Ziv-Welch (LZW) Coding| Numerical on Lempel-Ziv-Welch (LZW) Coding

DIP(L-42)| Run-length coding| Bit-plane Coding| Combining Huffman Coding with Run-length Coding

DIP(L-40)| Shannon Fano Coding | Metric for Comparing Compression Methods

DIP(L-39)| Arithmetic Coding| Numerical on Arithmetic Coding

DIP(L-38)| Huffman Coding| Numerical on Huffman Coding

DIP(L-37)| Image Compression| Data Redundancy, Fidelity Criteria and Types (Lossy, Lossless)

DIP(L-36)| Thinning, Thickening | Numerical on Thinning and Thickening

DIP(L-35)| Convex Hull | Numerical on Convex Hull

DIP(L-34)| Hit-Miss Transform | Numerical on Hit-Miss Transform

DIP(L-33)| Connected Component Extraction | Numerical on Connected Component Extraction

DIP(L-32)| Region Filling| Numerical on Region Filling

DIP(L-31)| Boundary Extraction| Numerical on Boundary Extraction

DIP(L-30)| Opening and Closing| Numerical on Opening and Closing

DIP(L-29)| Dilation| Erosion| Combining Erosion and Dilation| Numericals on Dilation and Erosion