We propose a quantum-like description of markets and economics. The approach has roots in the recently developed quantum game theory. Quantum Zeno paradoxes and noncomutative quantum mecanics are also discussed.

I am putting together a collection of clippings, journal articles, and original material to accompany my game theory book. It is due at the publisher's September 1, 1999. This is the preface, in which I explain my choice of items to include.

I am putting together a collection of clippings, journal articles, and original material to accompany my game theory book. It is due at the publisher's September 1, 1999. This is the table of contents.

I am revising my game theory book, which is due at the publisher's September 1, 1999. This is the preface, which discusses changes I have made.

According to the standard definition, a Bayesian agent is one who forms his posterior belief by conditioning his prior belief on what he has learned, that is, on facts of which he has become certain. Here it is shown that Bayesianism can be described without assuming that the agent acquires any...

During the post-world war 11 period, industrialization was an irresistable trend, made global by the dynamics of international markets.Today, the industrial siciety faces the risks created by its own success. Its growth has been accompanied by a voracious use of natural resources and by...

It has been shown in economic research that public pay-as-you-go defined-benefit pension plans penalize those who continue to work beyond a certain age by reducing the present discounted value of future retirement benefits. In discussions on the effectiveness of policies aimed at eliminating...

Considering two potential sources of income (public grants and ticket revenues),we have defined a theoretical model where the public agency is the principal and the manager of the museum is the agent. This model allows us to design the optimal contract between both sides and thus to establish...

If each member of a group assigns a certain probability to a hypothesis, what probability should the collective as a whole assign? More generally, how should individual probability functions be merged into a single collective one? I investigate this question in case that the individual...