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Persistent baculovirus infections:Spodoptera frugiperda NPV andAutographa californica NPV inSpodoptera frugiperda cells

Archives of Virology, 1983
Establishment of a persistent infection of Spodoptera frugiperda nuclear polyhedrosis virus (NPV) in Spodoptera frugiperda (S.f.) cells occurred in three phases: the first phase was characterised by high levels of cell infection and death, the second phase by decreasing cell infection levels leading to the final phase where less than one per cent of ...
A M, Crawford, C, Sheehan
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Implementing an NPV-Embedded Binomial Tree from an NPV Analysis

2014
In the previous two chapters a number of different real options were implemented using net present value or NPV-embedded binomial trees. In chapter 5, a five-year project had cash flows forecasted through a binomial tree, which was then converted into an NPV-embedded binomial tree.
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Comparison of NPV with IRR

1971
NPV is generally accepted by economists as being theoretically unassailable in that, if one wishes to maximise profits, the use of NPV always finds the correct collection of projects.
C. J. Hawkins, D. W. Pearce
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NPV and IRR

2011
This chapter discusses the two most widely used tools for project evaluation: NPV and IRR. Both tools require a critical input, the cost of capital, one of the most essential magnitudes for any company, which is also briefly discussed. Both NPV and IRR have applications that go way beyond project evaluation, and no toolbox would be complete without ...
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A contribution to the NPV-IRR debate

Decisions in Economics and Finance
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Erio Castagnoli, Gino Favero
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The Introduction of NPV and IRR

Advances in Economics, Business and Management Research, 2022
Yijie Zhang, Ruoxin Yan
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A resolution to the NPV–IRR debate?

The Quarterly Review of Economics and Finance, 2010
Two criteria for choosing between capital investment projects are net present value (NPV) and internal rate of return (IRR). Sometimes they provide inconsistent rankings. This inconsistency sparked a debate about which criterion is better. The debate has lasted more than 100 years. This paper describes a new approach to the debate.
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NPV récompensé !

Le Nouveau Praticien Vétérinaire élevages & santé, 2023
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A Resolution to the NPV - IRR Debate?

SSRN Electronic Journal, 2004
The time value of money (TVM) equation is a key equation in finance. It takes the form of an nth order polynomial having n roots. In finance it is normal to calculate and use only one root (interest rate). The remaining (n-1) roots are mostly complex or negative and they are usually discarded.
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In defence of NPV

Proceedings of the International Conference on Mine Closure, 2023
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