Since we can remember people have played card games for fun or even used them to become rich. In this thesis, we are going to dive into the mathematical aspect of card guessing games. In order to do so, we consider a deck of n cards riffle shuffles k times, and our ultimate goal is to verify if an optimal guessing strategy does exist and calculate it.

Since we can remember people have played card games for fun or even used them to become rich. In this thesis, we are going to dive into the mathematical aspect of card guessing games. In order to do so, we consider a deck of n cards riffle shuffles k times, and our ultimate goal is to verify if an optimal guessing strategy does exist and calculate it.

The mathematics behind card guessing games

SEMENZATO, FRANCESCA
2022/2023

Abstract

Since we can remember people have played card games for fun or even used them to become rich. In this thesis, we are going to dive into the mathematical aspect of card guessing games. In order to do so, we consider a deck of n cards riffle shuffles k times, and our ultimate goal is to verify if an optimal guessing strategy does exist and calculate it.
2022
The mathematics behind card guessing games
Since we can remember people have played card games for fun or even used them to become rich. In this thesis, we are going to dive into the mathematical aspect of card guessing games. In order to do so, we consider a deck of n cards riffle shuffles k times, and our ultimate goal is to verify if an optimal guessing strategy does exist and calculate it.
card guessing
no feedback
optimal strategy
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12608/61318