Game theory - Revision history

Xgubk00: /* References */

2015-01-25T18:46:23Z

‎References

Xgubk00: /* Normal form games */

2015-01-25T17:59:48Z

‎Normal form games

Xgubk00: /* Normal form games */

2015-01-25T17:59:37Z

‎Normal form games

Xgubk00: /* Normal form games */

2015-01-25T17:58:30Z

‎Normal form games

Xgubk00: /* Normal form games */

2015-01-25T17:58:15Z

‎Normal form games

Xgubk00: /* Normal form games */

2015-01-25T17:57:54Z

‎Normal form games

Xgubk00 at 15:38, 25 January 2015

2015-01-25T15:38:00Z

Xgubk00 at 15:37, 25 January 2015

2015-01-25T15:37:28Z

Xgubk00 at 15:36, 25 January 2015

2015-01-25T15:36:24Z

Xgubk00: /* References */

2015-01-25T14:02:03Z

‎References

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 and therefore there is need to write only the value of the prize (utility function) for one player.
-'''''Note:'''according to the definition of the state space''
+'''''Note:''' according to the definition of the state space''
 ''<math>s_k</math> is follower

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 and therefore there is need to write only the value of the prize (utility function) for one player.
-''Note:''
+'''''Note:'''according to the definition of the state space''
 ''<math>s_k</math> is follower

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	''<math>s_k</math> is follower		''<math>s_k</math> is follower
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	<math>s_i</math> is forerunner''		<math>s_i</math> is forerunner''

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 ''Note:''
 <math>s_k</math> is follower
-<math>s_i</math> is forerunner
+''<math>s_k</math> is follower
 '''Example of the enrolment of the unspecified game:'''

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	and therefore there is need to write only the value of the prize (utility function) for one player.		and therefore there is need to write only the value of the prize (utility function) for one player.
		+
		+	''Note:''
		+	<math>s_k</math> is follower
		+	<math>s_i</math> is forerunner

	'''Example of the enrolment of the unspecified game:'''		'''Example of the enrolment of the unspecified game:'''

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−	The beginning of mathematical game theory originated in 1944, when the book called '''~~The Game~~ Theory and Economic Behavior''' <ref> COPELAND, A. H. (1945). "Review: Theory of Games and Economic Behavior by John von Neumann and Oskar Morgenstern". Bull. Amer. Math. Soc. 51 (07): 498–504. doi:10.1090/s0002-9904-1945-08391-8.</ref> by mathematician John von Neumann and economist Oskar Morgenstern was written and published by Princeton University Press. Game theory is the discipline of applied mathematics, that analyzes the spectrum of conflict decision situations that may occur, wherever there is a conflict of interests.	+	The beginning of mathematical game theory originated in 1944, when the book called '''Theory of Games and Economic Behavior''' <ref> COPELAND, A. H. (1945). "Review: Theory of Games and Economic Behavior by John von Neumann and Oskar Morgenstern". Bull. Amer. Math. Soc. 51 (07): 498–504. doi:10.1090/s0002-9904-1945-08391-8.</ref> by mathematician John von Neumann and economist Oskar Morgenstern was written and published by Princeton University Press. Game theory is the discipline of applied mathematics, that analyzes the spectrum of conflict decision situations that may occur, wherever there is a conflict of interests.
	Game theory models try to analyze these conflict situations and by building a mathematical model of the conflict and computing are trying to find the best strategies for specific parties of the conflict.<ref>Teorie her. In: Wikipedia: the free encyclopedia [online]. San Francisco (CA): Wikimedia Foundation, 2001-2014 [cit. 2015-01-25]. Dostupné z: http://cs.wikipedia.org/wiki/Teorie_her</ref>		Game theory models try to analyze these conflict situations and by building a mathematical model of the conflict and computing are trying to find the best strategies for specific parties of the conflict.<ref>Teorie her. In: Wikipedia: the free encyclopedia [online]. San Francisco (CA): Wikimedia Foundation, 2001-2014 [cit. 2015-01-25]. Dostupné z: http://cs.wikipedia.org/wiki/Teorie_her</ref>

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-The beginning of the mathematical game theory was originated in 1944, when the book called '''The Game Theory and Economic Behavior''' <ref> COPELAND, A. H. (1945). "Review: Theory of Games and Economic Behavior by John von Neumann and Oskar Morgenstern". Bull. Amer. Math. Soc. 51 (07): 498–504. doi:10.1090/s0002-9904-1945-08391-8.</ref> by mathematician John von Neumann and economist Oskar Morgenstern was written and published by Princeton University Press. Game theory is a discipline of the applied mathematics, that analyzes the spectrum of conflict decision situations that may occur, wherever there is a conflict of interests.
+The beginning of mathematical game theory originated in 1944, when the book called '''The Game Theory and Economic Behavior''' <ref> COPELAND, A. H. (1945). "Review: Theory of Games and Economic Behavior by John von Neumann and Oskar Morgenstern". Bull. Amer. Math. Soc. 51 (07): 498–504. doi:10.1090/s0002-9904-1945-08391-8.</ref> by mathematician John von Neumann and economist Oskar Morgenstern was written and published by Princeton University Press. Game theory is the discipline of applied mathematics, that analyzes the spectrum of conflict decision situations that may occur, wherever there is a conflict of interests.
 Game theory models try to analyze these conflict situations and by building a mathematical model of the conflict and computing are trying to find the best strategies for specific parties of the conflict.<ref>Teorie her. In: Wikipedia: the free encyclopedia [online]. San Francisco (CA): Wikimedia Foundation, 2001-2014 [cit. 2015-01-25]. Dostupné z: http://cs.wikipedia.org/wiki/Teorie_her</ref>
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 = Basic concepts =
-The basis of most mathematical models of the game theory is the '''assumption of rationality'''. Every each player acts such that he maximizes its profit (its win).
+The basis of most mathematical models of game theory is the '''assumption of rationality'''. Every player acts such that he maximizes their profit (their win).
 * The player based on stable preferences sets objectives and strategies to elect the most efficient possible to achieve these objectives.
 * The player is confronted by a number of situations and he is able to sort them according to their preferences from the most advantageous to the least advantageous.

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