Game Theory

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Here female nature and its other equivalent shall be explained using game theory

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Game theory is about understanding interaction between self interested people. Here we choose women and what she wants basically is status , attention and is basically a parasite. The greatest weapon of the parasite is its reproductive monopoly for which we see big tits have more milk which can feed the babies and vagina through which blood and urine comes out as something to stick the dick into as from it the babies come out.

Decision theoretic rationality : Parasites are expected to act in ways for maximum expected utility of others

Games of pure competition : here 2 women compete for the position of wife of chad to enjoy the status of empress

Games of cooperation : Let us assume there are identical twins of SMV 7. So if they want Chad who currently has a 9 with him to commit to them they cooperate together to kick the 9 and then occupy his heart. Hence here there is no conflict as both want the same chad

Battle of twins game : Now take the twins from the above example . Chad tells them that they can choose a spot for vacation. One twin tells Hawaii and other tells Greece. Now they have to compete with one another for their respective spot but they also cooperate with each other for ensuring chad does not choose other parasites.

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Nash equilibrium :Everyone chooses optimal response to max payoff if they know the action of others.

So lets say there are 100 men and women each in a room. Now the rule is that all 100 pairs must marry the top 10 voted men will impregnate the women who vote them and men have the obligation to take care of women regardless of whether it is his child or not.

Now the first voting result is that top 10 men get 50 votes and 50 men below them get 50 votes.

Next voting is redone more women will realize the rules and now top 10 men will get 90 votes and 10 men below them get 1 vote each .

This continues basically till 1 man gets all 100 votes and impregnates all of them

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Best response : If a women knows how all other women want to seduce chad and she also know the chad's response then she will pick the best response to success

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A strategy profile consisting of dominant strategies for every player must be a nash equilibrium.
Converse of it is A equilibrium in strictly dominant strategies must be unique

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Strategies are of 2 types
Strict Domination: Here the woman becomes the empress in a monogamous society
Very weakly dominates : here woman becomes the most favored mistress of a widower having many mistresses. She can dominate other whores because of the man's favor .

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Pareto Optimality : A single mom raised her son as basically her tampon. The son wants to add a cat to the list of cats in their house . So for the mom the outcome of cat is at least as good as the option with no cat which saves some money. There is cat who strictly prefers the option of having a home over homelessness

Every outcome in a zero sum game is pareto optimal

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Nash Bargaining : 2 single moms who burnt their welfare funds and child support on nail polish hair dye and lipstick have tampon of 200$ which they want to sell. Now they can share the money with each receiving >$1 and <$200 but if the amount they combined want to receive is > $200 then they both get nothing

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Nash Theorem : Every finite game has a Nash equilibrium

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Mixed strategy : The idea is to confuse opponent by playing randomly. So let us take example from Battle of twins and The chad says from a given wardrobe the twin who dresses the best will have have their vacation place secured.

Now each of the twins must have indifference for the clothes as if one has a cloth preference other can choose the kryptonite of the dress from the wardrobe hence both the twins have mixed strategies where there are more than once action of dressing with each action having a positive probability

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Support : all action with a positive probability . Like basically how many different ways ugly and short men get screwed over by women and society with each action being a positive probability