This note argues about a central analytical inconsistency of Ericson and Pakes (1995). Notwithstanding the explicit claims of the article, the formal hypotheses employed there imply that a firm’s investments do not affect both the evolution of this firm and the dynamics of the whole industry. JEL Classification Numbers: C62, D57, E13, L11.

This paper develops a theory of regular Markov perfect equilibria in dynamic stochastic games. We show that almost all dynamic stochastic games have a finite number of locally isolated Markov perfect equilibria that are all regular. These equilibria are essential and strongly stable. Moreover, they all admit purification. JEL classification numbers: C73, C61, C62.

We investigate the connection between equilibrium existence and its attainability through simple market mechanisms in exchange economies with indivisibilities and complementarities. The analysis suggests that attaining efficient outcomes through simple non-combinatorial auctions may be problematic even when market clearing prices exist. JEL classification code: C62, D44, D51

We examine how machine learning (ML) predictions of high-growth enterprises (HGEs) help a budget-constrained venture capitalist source investments for fixed size portfolio. Applying design science approach, we predict HGEs 3 years ahead and focus on decision (not statistical) errors, using an accuracy measure relevant to the decision-making context. find that when ML procedure adheres budget co...

Crowdfunding, Cascades and Informed Investors Do higher proportions of (a) informed investors and (b) high-quality projects increase the number of good projects that are ultimately financed via crowdfunding? A simple model and simulation reveals the answers to both questions to be: ‘not necessarily’. JEL Classification: L26, C63, G23

A new algorithm is presented for computing Nash equilibria of ̄nite games. Using Kohlberg and Mertens' structure theorem we show that a homotopy method can be represented as a dynamical system and implemented by Smale's global Newton method. The algorithm is outlined and computational experience is reported. JEL Classi ̄cation C63.

We prove the generality of the methodology proposed in Benigno and Woodford (2006). We show that, even in the presence of a distorted steady state, it is always possible and relatively simple to obtain a purely quadratic approximation to the welfare measure. We also show that, in order to do so, the timeless perspective assumption is crucial. JEL classification: C61, C63

The purpose of this paper is to give a global characterization of excess demand functions in a two period exchange economy with incomplete real asset markets. We show that continuity, homogeneity and Walras’ law characterize the aggregate excess demand functions on any compact price set which maintains the dimension of the budget set. JEL classification: D52, C62.