Titlebook: Anomalies in Net Present Value, Returns and Polynomials, and Regret Theory in Decision-Making; Michael C. I. Nwogugu Book 2016 The Editor(

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,The Descartes’ Sign Rule, Sturm’s Theorem, Vincent’s Theorem and the Fourier-Budan Theorem Are Wron))—and the . are wrong. These issues are applicable in non-linear analysis, evolutionary computation, and pattern-analysis—given the discussions in Yannacopoulos et al. (1996); Campos-Canton et al. (2015); Zheng et al. (2010); and Boyer and Goh (2007).

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On Algebraic Anomalies in Polynomials and Net Present Value Decisions, (1) simulating and proving new biases and errors inherent in the NPV-MIRR model; (2) developing the necessary and sufficient conditions for monotonic NPV (“well behaved” NPV); (3) developing the necessary and sufficient conditions for the anomalous behavior of NPV; (4) explaining the conditions und

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Some Biases and Evolutionary Homomorphisms Implicit in the Calculation of Returns,s and, regardless of the method of computation, they often contain substantial biases, which distort results in the end-uses. These biases tend to have adverse multiplier effects because investment returns are the foundation or core elements in various statistical analyses such as: (1) developing di

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Conclusion, models are inaccurate because the underlying assumptions are not realistic. The focus on consumption and price as the definition of investors’ preferences and constraints is misleading and the investors’ decision problem is much broader. The elasticity of intertemporal substitution is also very ina

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https://doi.org/10.1007/978-1-4615-3124-1olve. These issues are applicable in non-linear analysis, evolutionary computation, and pattern analysis—given the discussions in Yannacopoulos et al. (1996), Campos-Canton et al. (2015), Zheng et al. (2010), and Boyer and Goh (2007).

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MN-2 Invariants and Homomorphisms for Solving Polynomials; And Anomalies in the Binomial Theorem anolve. These issues are applicable in non-linear analysis, evolutionary computation, and pattern analysis—given the discussions in Yannacopoulos et al. (1996), Campos-Canton et al. (2015), Zheng et al. (2010), and Boyer and Goh (2007).

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https://doi.org/10.1007/978-1-4615-3124-1RR/IRR model and related approaches; (4) explains why the concept of plain interest rates and forward rates (unadjusted for behavioral biases, taxes, and transaction costs) may not be entirely correct.