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Episode 3: What is Computer Science?
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What is Computer Science? - Duration: 6 minutes, 3 seconds.
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Artificial Intelligence and the Turing Test - Duration: 6 minutes, 49 seconds.
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Episode 2: Language of Coins (Information Theory)
A journey into Information Theory-
What is Information Theory? (Information Entropy) - Duration: 3 minutes, 26 seconds.
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Origins of Cuneiform & Hieroglyphics - Duration: 7 minutes, 20 seconds.
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History of the Alphabet - Duration: 9 minutes, 23 seconds.
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What is coding theory? - Duration: 5 minutes, 57 seconds.
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History of semaphores & signal fires - Duration: 9 minutes, 20 seconds.
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History of Static Electricity - Duration: 9 minutes, 2 seconds.
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The discovery of batteries & electromagnetism - Duration: 6 minutes, 26 seconds.
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Morse Code & The Information Age - Duration: 9 minutes, 59 seconds.
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what is channel capacity? - Duration: 10 minutes.
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How do we measure Information? - Duration: 9 minutes, 53 seconds.
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What is a Markov chain? - Duration: 7 minutes, 15 seconds.
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Claude Shannon's greatest insight: A Mathematical Theory of Communication - Duration: 4 minutes, 2 seconds.
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Episode 1: Gambling with Secrets (Cryptography)
Journey into Cryptography-
Gambling with Secrets: Part 1/8 (What is Cryptography?) - Duration: 2 minutes, 47 seconds.
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Gambling with Secrets: Part 2/8 (Prime Factorization) - Duration: 7 minutes, 4 seconds.
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Gambling with Secrets: Part 3/8 (Probability Theory & Randomness) - Duration: 6 minutes, 4 seconds.
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Gambling with Secrets: Part 4/8 (Private Key Cryptography) - Duration: 8 minutes, 38 seconds.
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Gambling with Secrets: Part 5/8 (Encryption Machines) - Duration: 9 minutes, 48 seconds.
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Gambling with Secrets: Part 6/8 (Perfect Secrecy & Pseudorandomness) - Duration: 10 minutes.
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Gambling with Secrets: Part 7/8 (Diffie-Hellman Key Exchange) - Duration: 8 minutes, 33 seconds.
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Gambling with Secrets: 8/8 (RSA Encryption) - Duration: 16 minutes.
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Great videos to kick off a classroom discussion (Math & Science)
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Gambling with Secrets: Part 2/8 (Prime Factorization) - Duration: 7 minutes, 4 seconds.
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Gambling with Secrets: Part 3/8 (Probability Theory & Randomness) - Duration: 6 minutes, 4 seconds.
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History of Static Electricity - Duration: 9 minutes, 2 seconds.
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The discovery of batteries & electromagnetism - Duration: 6 minutes, 26 seconds.
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Origins of Cuneiform & Hieroglyphics - Duration: 7 minutes, 20 seconds.
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History of the Alphabet - Duration: 9 minutes, 23 seconds.
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Math videos which are mostly visual
Important concepts, explained visually-
Conditional probability explained visually (Bayes Theorem formula) - Duration: 5 minutes, 6 seconds.
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Fermat's Little Theorem (Visualization) - Duration: 6 minutes, 6 seconds.
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Prime Number Theorem: the density of primes (Prime Adventure part 6) - Duration: 6 minutes, 46 seconds.
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Random Sequences: Human vs Coin - Duration: 112 seconds.
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Calculate Probablity Visually. The Mathematics of Gambling - Duration: 79 seconds.
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What is Information Entropy? (Shannon's formula) - Duration: 7 minutes, 5 seconds.
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What is a Markov chain? - Duration: 7 minutes, 15 seconds.
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The Enigma Machine (how it worked & why it was cracked) - Duration: 10 minutes.
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Euler's Totient/Phi Function (step 4) - Duration: 2 minutes, 18 seconds.
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Mini Course: Public Key Cryptography (RSA & Diffie Hellman)
RSA Encryption-
The Fundamental Theorem of Arithmetic - Duration: 3 minutes, 52 seconds.
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Public key cryptography - Diffie-Hellman Key Exchange (full version) - Duration: 8 minutes, 38 seconds.
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Intro to RSA Encryption (step 1) - Duration: 3 minutes, 55 seconds.
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RSA Encryption (step 2) - Duration: 2 minutes, 25 seconds.
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RSA Encryption (step 3) - Duration: 2 minutes, 58 seconds.
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Euler's Totient/Phi Function (step 4) - Duration: 2 minutes, 18 seconds.
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RSA Encryption (step 5) - Duration: 4 minutes, 58 seconds.
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Mini Course: Randomized algorithms (Primality test)
Why is factorization hard, yet generating large primes easy? Let's go deeper into computational number theory...-
Computational Number Theory (Prime Adventure part 1) - Duration: 6 minutes, 13 seconds.
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What is a computer? (Prime Adventure part 2) - Duration: 7 minutes, 33 seconds.
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What is Computer Memory? - Duration: 5 minutes, 24 seconds.
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Algorithmic Efficiency (Prime Adventure part 3) - Duration: 8 minutes, 42 seconds.
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Sieve of Eratosthenes (Prime Adventure part 4) - Duration: 4 minutes, 12 seconds.
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Primality test using a sieve (Prime Adventure part 5) - Duration: 5 minutes, 22 seconds.
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Prime Number Theorem: the density of primes (Prime Adventure part 6) - Duration: 6 minutes, 46 seconds.
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Time Space Tradeoff (Prime Adventure part 7) - Duration: 6 minutes, 53 seconds.
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RSA Encryption Checkpoint - Duration: 7 minutes, 4 seconds.
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Randomized Algorithms (Prime Adventure part 8) - Duration: 9 minutes, 23 seconds.
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Conditional probability explained visually (Bayes Theorem formula) - Duration: 5 minutes, 6 seconds.
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Fermat's Little Theorem (Visualization) - Duration: 6 minutes, 6 seconds.
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Khan's Crypto by Brit Cruise
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Intro to Cryptography - Duration: 91 seconds.
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The Fundamental Theorem of Arithmetic - Duration: 3 minutes, 52 seconds.
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Probability Space - Duration: 2 minutes, 49 seconds.
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Frequency Stability - Duration: 2 minutes, 9 seconds.
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Caesar Cipher - Duration: 2 minutes, 36 seconds.
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Polyalphabetic Cipher - Duration: 2 minutes, 27 seconds.
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One-time pad - Duration: 2 minutes, 56 seconds.
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The Enigma Machine (how it worked & why it was cracked) - Duration: 10 minutes.
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Claude Shannon's Perfect Secrecy - Duration: 4 minutes, 13 seconds.
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Random vs. Pseudorandom Number Generators - Duration: 6 minutes, 41 seconds.
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Public key cryptography - Diffie-Hellman Key Exchange (full version) - Duration: 8 minutes, 38 seconds.
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Gambling with Secrets: 8/8 (RSA Encryption) - Duration: 16 minutes.
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