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Moral Calculations - Game Theory, Logic, and Human Frailty (Hardcover, 1998 ed.): A.C. Goesi-Greguss Moral Calculations - Game Theory, Logic, and Human Frailty (Hardcover, 1998 ed.)
A.C. Goesi-Greguss; Laszlo Mero
R1,450 R1,188 Discovery Miles 11 880 Save R262 (18%) Ships in 10 - 15 working days

Are people ever rational? Consider this: You auction off a one-dollar bill to the highest bidder, but you set the rules so that the second highest bidder also has to pay the amount of his last bid, even though he gets nothing. Would people ever enter such an auction? Not only do they, but according to Martin Shubik, the game's inventor, the average winning bid (for a dollar, remember) is $3.40. Many winners report that they bid so high only because their opponent "went completely crazy." This game lies at the intersection of three subjects of eternal fascination: human psychology, morality, and John von Neumann's game theory. Hungarian game-theorist Laszlo Mero introduces us to the basics of game theory, including such concepts as zero-sum games, Prisoner's Dilemma and the origins of altruism; shows how game theory is applicable to fields ranging from physics to politics; and explores the role of rational thinking in the context of many different kinds of thinking. This fascinating, urbane book will interest everyone who wonders what mathematics can tell us about the human condition.

Moral Calculations - Game Theory, Logic, and Human Frailty (Paperback, Softcover reprint of the original 1st ed. 1998): A.C.... Moral Calculations - Game Theory, Logic, and Human Frailty (Paperback, Softcover reprint of the original 1st ed. 1998)
A.C. Goesi-Greguss; Laszlo Mero
R1,291 R1,028 Discovery Miles 10 280 Save R263 (20%) Ships in 10 - 15 working days

Are people ever rational? Consider this: You auction off a one-dollar bill to the highest bidder, but you set the rules so that the second highest bidder also has to pay the amount of his last bid, even though he gets nothing. Would people ever enter such an auction? Not only do they, but according to Martin Shubik, the game's inventor, the average winning bid (for a dollar, remember) is $3.40. Many winners report that they bid so high only because their opponent "went completely crazy." This game lies at the intersection of three subjects of eternal fascination: human psychology, morality, and John von Neumann's game theory. Hungarian game-theorist Laszlo Mero introduces us to the basics of game theory, including such concepts as zero-sum games, Prisoner's Dilemma and the origins of altruism; shows how game theory is applicable to fields ranging from physics to politics; and explores the role of rational thinking in the context of many different kinds of thinking. This fascinating, urbane book will interest everyone who wonders what mathematics can tell us about the human condition.

The Logic of Miracles - Making Sense of Rare, Really Rare, and Impossibly Rare Events (Hardcover): Laszlo Mero The Logic of Miracles - Making Sense of Rare, Really Rare, and Impossibly Rare Events (Hardcover)
Laszlo Mero; Translated by Marton Moldovan; Edited by David Kramer
R829 Discovery Miles 8 290 Ships in 12 - 17 working days

We live in a much more turbulent world than we like to think, but the science we use to analyze economic, financial, and statistical events mostly disregards the world's essentially chaotic nature. We need to get used to the idea that wildly improbable events are actually part of the natural order. The renowned Hungarian mathematician and psychologist Laszlo Mero explains how the wild and mild worlds (which he names Wildovia and Mildovia) coexist, and that different laws apply to each. Even if we live in an ultimately wild universe, he argues, we're better off pretending that it obeys Mildovian laws. Doing so may amount to a self-fulfilling prophecy and create an island of predictability in a very rough sea. Perched on the ragged border between economics and complexity theory, Mero proposes to extend the reach of science to subjects previously considered outside its grasp: the unpredictable, unrepeatable, highly improbable events we commonly call "miracles."

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