John Quiggin

In this paper, attention will focus primarily on economic and financial aspects of the globalization debate, and on their implications for public policy. Nevertheless, these issues cannot be separated from their historical and political context. The current discussion of globalization can only be understood in relation to the development of economic and political institutions over the past century. Globalization is frequently discussed as a counterpoint to national sovereignty. It is commonly asserted that globalization has eroded national sovereignty or that it has rendered borders obsolete. In particular, it is asserted that, in a globalised world economy, governments have no alternative but to adopt neoliberal economic policies of privatisation, deregulation and reductions in public expenditure. The analysis presented in this paper gives little support to the view of globalization as an exogenous force that has undermined domestic economic sovereignty. On the contrary, financial globalization is best interpreted as the international counterpart of domestic neoliberalism. Both in domestic and international policy, the swing to neoliberalism was a response to the actual and perceived failures of the post-1945 policy framework in which domestic Keynesianism and the welfare state were complemented internationally by the Bretton Woods system. The advocates of neoliberal reform have had only limited success in implementing their policy agenda, even in the English-speaking countries. The choice between continued neoliberal reform and a remodelled social democracy remains open. The direction chosen by democratic governments will ultimately depend on the relative success of competing economic and social models, rather than on an exogenous process of globalization

This paper presents a personal view of the interaction between the analysis of choice under uncertainty and the analysis of production under uncertainty. Interest in the foundations of the theory of choice under uncertainty was stimulated by applications of expected utility theory such as the Sandmo model of production under uncertainty. This interest led to the development of generalized models including rank-dependent expected utility theory. In turn, the development of generalized expected utility models raised the question of whether such models could be used in the analysis of applied problems such as those involving production under uncertainty. Finally, the revival of the state-contingent approach led to the recognition of a fundamental duality between choice problems and production problems

Grant and Quiggin suggest that agents employ heuristics to constrain the set of acts under consideration before applying standard decision theory, based on their restricted model of the world to the remaining acts. The aim of this paper is to provide an axiomatic foundation, and an associated representation theorem, for the preference model proposed by Grant and Quiggin. The unawareness of the agent is encoded both in the specification of the states and in an elaboration of the set of consequences. We illustrate how the representation can be applied to rationalize two notions of the precautionary principle that were proposed and discussed in Grant and Quiggin.

Recent literature has examined the problem facing decision makers with bounded awareness, who may be unaware of some states of nature. A question that naturally arises here is whether a value of awareness, analogous to value of information, can be attributed to changes in awareness. In this paper, such a value is defined. It is shown that the sum VOA +\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$+$$\end{document} VOI is constant and, except for scale effects, independent of the choice set. It follows that the larger is VOA, the smaller is VOI. This point is illustrated for a simple two-state case, then proved for general classes of compact convex choice sets, and for alternative interpretations of the concept of unawareness.

Justification logics are a family of modal logics whose non-normal modalities are parametrised by a type-theoretic calculus of terms. The first justification logic was developed by Sergei Artemov to provide an explicit modal logic for arithmetical provability in which these terms were taken to pick out proofs. But, justification logics have been given various other interpretations as well. In this paper, we will rely on an interpretation in which the modality \ is read ‘S accepts \ as justification for \’. Since it is often important to specify just how much confidence agents have in propositions on the basis of justifications, the logic will need to be extended if it is to provide a sufficiently general account. The primary purpose of this paper is to extend justification logic with the expressive resources to needed to do so. Thus, we will construct the justification logic with confidence ). While \ will be extremely general, capable of accommodating a wide range of interpretations, we provide motivation in terms of the notion of confidence deriving recent work by Paul and Quiggin :363–382, 2018). Under this understanding, confidence must only correspond to a partial ordering. We axiomatise \ and provide a sound and complete semantics.

Throughout the history of capitalism, there have been tensions between financial institutions and the state, and between financial capital and the firms and households engaged in the production and consumption of physical goods and services. Periods of financial sector dominance have regularly ended in spectacular panics and crashes, often resulting in the liquidation of large numbers of financial institutions and the reimposition of regulatory controls previously dismissed as outmoded and unnecessary. The aim of this article is to consider measures to restore financial markets to their proper role, as servants rather than masters of the market economy and the society within which it is embedded.

Interest in the foundations of the theory of choice under uncertainty was stimulated by applications of expected utility theory such as the Sandmo model of production under uncertainty. The development of generalized expected utility models raised the question of whether such models could be used in the analysis of applied problems such as those involving production under uncertainty. Finally, the revival of the state-contingent approach led to the recognition of a fundamental duality between choice problems and production problems.