As intellectual property (IP) has become an integral part of business strategy, the valuation of these assets has become more and more critical. Consequently, the strategic decisions of Indian SMEs also increasingly depend on understanding the economics affecting the value of these assets and most crucially appraising the approximate value of their IP. In this light, the paper reviews the princ...

The Stochastic Alpha Beta Rho Stochastic Volatility (SABR-SV) model is widely used in the financial industry for the pricing of fixed income instruments. In this paper we develop a low-bias simulation scheme for the SABR-SV model, which deals efficiently with (undesired) possible negative values in the asset price process, the martingale property of the discrete scheme and the discretization bi...

This paper reviews recent work examining two topics of economic research vital for invasive species policy—integration and valuation. Integration requires bioeconomic models that blend invasive biology with economic circumstances and the feedback loops between the two systems. Valuation requires nonmarket valuation associated with human and environmental damages posed by invasive species. We ar...

OBJECTIVE Food stimuli are omnipresent and naturally primary reinforcing stimuli. One explanation for the intake of high amounts of food in binge eating disorder (BED) is a deviant valuation process. Valuation of food stimuli is supposed to influence approach or avoidance behaviour towards food. Focusing on self-reported and indirect (facial electromyography) valuation process, motivational asp...

Private company valuation is typically performed by BV professionals who regularly estimate the value of nonmarketable interests. In order to develop a valuation estimate, BV professionals review and interpret empirical evidence to support decision making. For example, for the valuation of nonmarketable interests—within the context of a fair market value business valuation—there is typically a ...

Suppose F is a field with a nontrivial valuation v and valuation ring Ov, E is a finite field extension and w is a quasi-valuation on E extending v. We study the topology induced by w. We prove that the quasi-valuation ring determines the topology, independent of the choice of its quasi-valuation. Moreover, we prove the weak approximation theorem for quasi-valuations.

D. Buşneag 1 defined pseudo valuation on a Hilbert algebra and proved that every pseudo valuation induces a pseudometric on a Hilbert algebra. Also, D. Buşneag 2 provided several theorems on extensions of pseudo valuations. C. Buşneag 3 introduced the notions of pseudo valuations valuations on residuated lattices, and proved some theorems of extension for these using the model of Hilbert algebr...

Management-prepared financial statement projections are an important component of the income approach to business valuation, specifically the discounted cash flow valuation method. And, the discounted cash flow valuation method is frequently used and assigned material weighting in the business valuation performed for gift tax, estate tax, and generation-skipping tax purposes. This discussion co...

Abstract A lattice polytope is free (or empty) if its vertices are the only points it contains. In context of valuation theory, Klain [16] proposed to study functions $\alpha _i(P;n)$ that count number polytopes in $nP$ with $i$ vertices. For $i=1$, this famous Ehrhart polynomial; for $i> 3$, computation likely impossible; and $i=2,3$ computationally challenging. paper, we develop a theo...