In any repeated game against a fixed-edge opponent, your only rational strategies are to minimise exposure or exploit structural inefficiencies. In casino terms, that means bonus value and RTP. Everything else is noise.
2 articles published · 3 in development
Every casino game, every bonus offer, every side bet can be reduced to a single number: expected value. Prof. Boston walks through the maths with worked examples — from a fair coin flip to a 35x wagering requirement.
Read the analysis →In game theory, the dominant strategy against a fixed-edge opponent is often to stop playing. Prof. Boston applies optimal stopping theory and session management to real casino decisions — and shows why walking away is the hardest rational move.
Read the analysis →Coming next
Bonus Hunting as a Repeated Game — Nash Equilibria in Casino Promotions
Kelly Criterion for Casino Bankrolls
The Gambler's Ruin Problem — Why Time Always Favours the House
Apply the theory — the best online slots for real money guide ranks every game by expected value and runs live bankroll calculations so you can see game theory in practice.