Titlebook: International Economics; Bo Södersten,Geoffrey Reed Textbook 1994Latest edition Bo Södersten and Geoffey Reed 1994 development economics.e

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Bo Södersten,Geoffrey Reedife lived and life left has captured the attention of mathematical demographers since Lotka. Our paper aims to contribute to the halfway-age debate by showing its time trends under mortality models and with current data from high longevity countries. We further contrast the halfway-age results by se

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Bo Södersten,Geoffrey Reedance and success.Whilst much has been written about corporate governance little has beenwritten about the dynamics of board architecture, yet the board is a key decision-making body within a company. In this book, the author shows how board members, consultants and policy-makers need to understand t

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Bo Södersten,Geoffrey Reed currently the third most studied foreign language in Australian schools. However, while this may appear a healthy state of affairs, the teaching and learning of Indonesian is experiencing a number of challenges that are threatening its place and future in the educational landscape. This paper analy

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Bo Södersten,Geoffrey Reednternationalization of teaching and learning. This phenomenon influences learning in general and language learning in particular. In languages education there is an increasing diversity of learners with diverse life-worlds and learning trajectories, and an increasing diversity of languages offered i

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Bo Södersten,Geoffrey Reed currently the third most studied foreign language in Australian schools. However, while this may appear a healthy state of affairs, the teaching and learning of Indonesian is experiencing a number of challenges that are threatening its place and future in the educational landscape. This paper analy

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Bo Södersten,Geoffrey Reed model with locally increasing returns to scale possibly generating multiple equilibria paths with finite upper equilibrium. The deterministic dynamics is then overlayed by random dynamics where catastrophic events happen at random points of time. The number of events follows a Poisson process, wher