Download Differential and integral calculus, with examples and by George A. 1839-1927 Osborne PDF

By George A. 1839-1927 Osborne

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Princeton: Princeton University Press. Shefrin, H. (2005). A behavioral approach to asset pricing. London: Academic. Weil, P. (1989). The equity premium puzzle and the risk-free rate puzzle. Journal of Monetary Economics, 24, 401–421. Westerhoff, F. (2004). Multiasset market dynamics. Macroeconomic Dynamics, 8, 591–616. , & Dieci, R. (2006). The effectiveness of Keynes-Tobin transaction taxes when heterogeneous agents can trade in different markets: A behavioral finance approach. Journal of Economic Dynamics and Control, 30, 293–322.

Econometrica, 3, 327–344. Larson, A. (1964). The hog cycle as harmonic motion. Journal of Farm Economics, 46, 375–386. LeBaron, B. (2006). Agent-based computational finance. In L. Tesfatsion & K. L. ), Agent-based computational economics (Vol. 2 of handbook of computational economics, pp. 1187–1233). Amsterdam: North-Holland Li, T. (2007). Heterogeneous beliefs, asset prices, and volatility in a pure exchange economy. Journal of Economic Dynamics and Control, 31, 1697–1727. Lintner, J. (1969). The aggregation of investor’s diverse judgements and preferences in purely competitive security markets.

Bounded rational equilibrium and risk premium. Accounting and Finance, 57, 71–93. , & Shi, L. (2012b). Disagreement in a multi-asset market. International Review of Finance. , & Shi, L. (2011). Diversification effect of heterogeneous beliefs. In H. Dawid & W. ), Computational methods in economic dynamics (pp. 57–75). , & Shi, L. (2010). Portfolio efficiency under heterogeneous beliefs. In M. Kijima, C. Hara, K. Tanaka, & Y. ), Recent advances in financial engineering (pp. 127–156). , & Zheng, M.

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