Game Theory in Blockchain? The blockchain consensus seems to be very related to the Game Theory, when each participant tries to achieve their "favorites", where defining "what favorites means" is not very easy, since a participant may ex. intends to gain more coins, while another one tries to destroy the system and decrease its reputation as a "competitor crypto-currency" etc.

However, in the Game theory Wikipedia page, there is a list of "Game types" such as : 


Cooperative / Non-cooperative, 
Symmetric / Asymmetric,
Zero-sum / Non-zero-sum, 
Simultaneous / Sequential, 
Perfect information and imperfect information, 
Combinatorial games, 
Infinitely long games, 
Discrete and continuous games, 
Differential games, 
Evolutionary game theory, 
Stochastic outcomes, 
Metagames, Pooling games, 
Mean field game theory ...


Regarding to above explanations, what types of these Game Theory are more involved in the blockchain consensus?
I believe your question is flawed. Consensus isn't about game theory, it's an agreement. While game theory is analysis of strategies dealing with competition. Yes game theory has been applied outside of gaming. It's been used in war, business, even biology. Also it's not far from decision theory. While each individual in a consensus may have opinions facts to validate their positions they're still being judged by people. Game theory attempts to reduce decision making to mathematics, but ultimately we're talking about people here not calculators. Sometimes your best answer is just to eat the grapes &amp; not pick side A or B. Meaning sometimes during a competition there is a winner. In consensus it's not always about a winner as much as it's about reaching an effective agreement which may be a 3rd option not yet revealed. Ultimately people can be irrational &amp; do unexpected things.