Signin

Quant Interview Puzzle: Expected Tosses for 3 Consecutive Heads - Recurrence & Markov Chains

Thinking In Math • June 30, 2023

Video Thumbnail

You May Also Like

Video Thumbnail

2024 Two Sigma Quant Trading Mock Interview with Breakdown from a Quant Instructor

Quant Blueprint

Video Thumbnail

HARD Logic Puzzle - The Seemingly Impossible Counterfeit Coin Problem

MindYourDecisions

Video Thumbnail

How to solve quant puzzles

Coding Jesus

Video Thumbnail

2024 Citadel Quant Trading Interview with Analysis from Real Quants

Quant Blueprint

Video Thumbnail

Expected Coin Flips for k Heads in a Row

MathDoctorBob

Video Thumbnail

Origin of Markov chains | Journey into information theory | Computer Science | Khan Academy

Khan Academy Labs

Video Thumbnail

NP-COMPLETENESS - The Secret Link Between Thousands of Unsolved Math Problems

Up and Atom

Video Thumbnail

Expected Values, Main Ideas!!!

StatQuest with Josh Starmer

Video Thumbnail

Tesla’s 3-6-9 and Vortex Math: Is this really the key to the universe?

Mathologer

Video Thumbnail

Probability Theory 14 | Expectation and Change-of-Variables

The Bright Side of Mathematics

Video Thumbnail

Two Frogs, One Pond: A Probabilistic Puzzle | Quant Interview Prep

Thinking In Math

Video Thumbnail

Markov Decision Processes - Computerphile

Computerphile

Video Thumbnail

An Unintuitive Coin Flip Problem (With Secret Markov Chains)

Professor Peter

Video Thumbnail

How many times must you roll a die to get a six?

Visually Explained

Video Thumbnail

Markov Chains Clearly Explained! Part - 1

Normalized Nerd

Video Thumbnail

Mastering Markov Chains for Quant Interviews

Quant Guild

Video Thumbnail

Prob & Stats - Markov Chains (1 of 38) What are Markov Chains: An Introduction

Michel van Biezen

Video Thumbnail

Finite Math: Markov Chain Example - The Gambler's Ruin

Brandon Foltz

Video Thumbnail

A Jane Street Trading Mock Interview with Graham and Andrea

Jane Street

Video Thumbnail

Quant Interview Puzzle: Expected Tosses for 3 Consecutive Heads, Misconceptions Clarified HHH vs HTH

Thinking In Math

Video Thumbnail

A Coin Flip Paradox and the ABRACADABRA Theorem for infinite monkeys: How long does it take? #SoME2

Mihai Nica

Video Thumbnail

A Secret Weapon for Predicting Outcomes: The Binomial Distribution

Primer

Video Thumbnail

Consecutive Coin Flips - Numberphile

Numberphile

Video Thumbnail

Intro to Markov Chains & Transition Diagrams

Dr. Trefor Bazett

Thinking In Math

About

No channel description available.

Latest Posts

Video Thumbnail

Two Frogs, One Pond: A Probabilistic Puzzle | Quant Interview Prep

Thinking In Math

Video Thumbnail

Quant Interview Puzzle: Expected Tosses for 3 Consecutive Heads - Recurrence & Markov Chains

Thinking In Math

Video Thumbnail

Mastering Complex Numbers: Solving Sin(π/14)Sin(3π/14)Sin(5π/14) Using Euler's Formula

Thinking In Math

Video Thumbnail

Maximizing Sums: 2023 Number Challenge Inspired by 1987 China CMO

Thinking In Math