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Marketing observer

It is helpful to see how the Optional Reward system relates to the patent system in the way that rewards are allocated. The patent system measures the value of an innovation by the amount of prohts the innovator is able to extract. Such a measure of value, taken directly from market observations, seems to suggest that the value of the lives of very poor people is extremely low. This conclusion follows directly from the fact that poor people spend very little money on health care. This thinking has led some to argue that the allocation of money toward different types of medicines is already efficient. This is a fallacy, since it depends on who is determining what is valuable. [Pg.85]

While efficiency dictates that different prices are charged in different markets, observable price differentials are not always due to reasons of economic efficiency or profit-maximization. Pharmaceutical prices are widely subject to nation-specific government regulation and a host of other factors. Bale (1998) provides a comprehensive review of potential reasons for price differences across countries. These include differences in such factors as IPR regimes, product liability laws, inflation rates, exchange rates, governmental price controls, per capita income, and regulatory systems. [Pg.27]

Early Gold Arkcham Sunrise Piros Retina local market observe organic cultivar observe organic cultivar resistant cultivar... [Pg.43]

Riley J, Wilton LV, Shakir SA. A post-marketing observational study to assess the safety of mibefradil in the community in England. Int J Clin Pharmacol Ther 2002 40(6) 241-8. [Pg.2336]

WehnertA. 1998. The European Post-marketing observational Serdolect (EPOS) project increasing our understanding of schizophrenia therapy . Int. Clin. Psychopharmacol. 13(Suppl. 3) S27—S30. [Pg.563]

Potential for growth and new perspectives are, therefore, for the flavour and fragrance industry mainly a question of imagination and ingenuity, market observation and skilful marketing. Opportunities abound. [Pg.12]

Sheiner, L. B. and Benet, L. Z., Pre-marketing observational studies of population pharmacokinetics of new drugs, Clin. Pharmacol. Then, 38 481-487, 1985. [Pg.355]

From market observation we know that index-linked bonds can experience considerable volatility in prices, similar to conventional bonds, and therefore, there is an element of volatility in the real yield return of these bonds. Traditional economic theory states that the level of real interest rates is cmistant however, in practice they do vary over time. In addition, there are liquidity and supply and demand factors that affect the market prices of index-linked bonds. In this chapter, we present analytical techniques that can be applied to index-linked bonds, the duration and volatility of index-linked bonds and the concept of the real interest rate term structure. Moreover, we show the valuation of inflation-linked bonds with different cash flow structures and embedded options. [Pg.114]

Progressing recursively along the observed swap rates interpolating between market observations as required forms the complete long end of the swap curve. [Pg.644]

Here, i is the market observation index with time to maturity of tj, and R t) represents the interest rate corresponding to maturity t, where < t < j. The formula can be used to derive any swap rate between two market observations R(fi) and i). [Pg.645]

There are n market observations, n - 1 splines, and three coefficients per spline. Overall, there are 3n - 3 unknown coefficients. The... [Pg.647]

The outlined model carefully preserves variations in market observations, thereby maintaining important pricing information. However, linear interpolation can introduce inaccuracies when there is significant curvature in the term structure, or sparse or noisy data. Cubic spline interpolation, on the other hand, may produce inconsistent or implausible forward term structures. [Pg.651]

Chapter 3 introduced the basic concepts of bond pricing and analysis. This chapter builds on those concepts and reviews the work conducted in those fields. Term-structure modeling is possibly the most heavily covered subject in the financial economics literature. A comprehensive summary is outside the scope of this book. This chapter, however, attempts to give a solid background that should allow interested readers to deepen their understanding by referring to the accessible texts listed in the References section. This chapter reviews the best-known interest rate models. The following one discusses some of the techniques used to fit a smooth yield curve to market-observed bond yields. [Pg.67]

A common smoothing technique is linear interpolation. This approach fills in gaps in the market-observed yield curve caused by associated gaps in the set of observed bond prices by interpolating missing yields from actual yields. [Pg.86]

The volatility value derived by (8.10) may be converted to an annualized figure by multiplying it by the square root of the number of days in a year, usually taken to be 250 working days. Using this formula based on market observations, it is possible to calculate the historical volatility of an asset. [Pg.144]

Kamin, W., Kieser, M. 2007. Pinimenthol ointment in patients suffering from upper respiratory tract infections—A post-marketing observational study. 14 787-791. [Pg.425]

Bloomberg users can use screen VCDS to obtain a CDS-price implied bond valuation, which can be compared to the actual market-observed asset swap price for a bond. This can then be used as a measure of relative value. [Pg.217]


See other pages where Marketing observer is mentioned: [Pg.48]    [Pg.119]    [Pg.9]    [Pg.43]    [Pg.79]    [Pg.90]    [Pg.124]    [Pg.647]    [Pg.98]   


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