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Coupons frequency

Market Coupon Frequency Day Count Basis Ex-dividend Period... [Pg.17]

Exhibit 1.8 shows the conventions (coupon frequency, Day count basis, and ex-dividend period) for the the government bond market of major European countries. [Pg.17]

Expression (7.8) is for bonds paying semiannual coupons. It can be generalized to apply to bonds whose coupon frequency is N, where = 1 (for an annual coupon payment) to 12, and replacing 2 in the discount factors denominator with TV. Solving (7.8) thus modified for the th discount factor results in equation (7.9). [Pg.115]

The features considered in the design of index-linked bonds are the type of index, the indexation lag, the coupon frequency, and the type of indexation. [Pg.211]

FIGURE 17.2 shows the spreadsheet used to calculate price, yield, and duration for a hypothetical bond traded forsetdement on December 10, 2005-It has a 5 percent coupon and matures in July 2012. Given the price, we can calculate yield, and given yield, we can calculate price and duration. We need to also set the coupon frequency, in this case semiannual, and the accrued interest day-count basis, in this case act/act, in order for the formulae to work. [Pg.380]

The data obtained from ER probes, and those provided by test coupons, are similar in giving an integrated or average rate, but the former has the advantage that the data are obtained whilst the plant is operating. The time periods can be decided by the frequency of measurement, and periods of... [Pg.1136]

How long should the promotion be run This decision is related to the issue of promotion frequency, peak vs. slack selling periods, tmd the length of buyers repurchase periods. Some consumer coupons do not have an expiration date, thereby extending the promotion period indefinitely and making it difficult to measure the effectiveness of the coupon promotion. [Pg.679]

The same coupon payment (3.250% for HERIM and 3.125% for TKAAV, annual frequency payment) ... [Pg.5]

The same frequency payment as well as the bond s coupon stmcture, in this case annual ... [Pg.5]

For atmospheric field and service testing, weight loss coupons have traditionally been used. Modem testing includes in addition electrochemical methods, e.g. with the cell shown in Figure 9.8 [9.13], the quartz crystal microbalance utilizing the frequency response to mass changes [9.14], and fibre optics [9.15]. [Pg.232]

Tranche Structure Currency Sub- ordina- tion Moody s/ S P Rating Coupon Spread Frequency WAL/ Maturity... [Pg.485]

The short end of the swap curve, out to three months, is based on the overnight, 1-month, 2-month, and 3-month deposit rates. The short-end deposit rates are inherently zero-coupon rates and need only be converted to the base currency swap rate compounding frequency and day count convention. The following equation is solved to compute the continuously compounded zero-swap rate (r ) ... [Pg.639]

The results of all fatigue tests are summarized in Table 5.1. They show that there is a strong dependence on the test frequency, independent of the laminate type. At a frequency of 30Hz, even on the lowest maximum stress level, rupture occurs within a few load cycles, with a temperature rise of more than 80 K, which means at more than 100°C. At a frequency of 3 Hz, even at the highest maximum stress level, only a minor temperature increase can be observed, and there is no rupture of the test coupons. [Pg.175]

These figures demonstrate the impact that the coupon-payment and discounting frequencies have on a bonds redemption yield calculation. Specifically, increasing the frequency of discounting lowers the calculated yield, while increasing the frequency of payments raises it. When comparing yields for bonds that trade in markets with different conventions, it is important to convert all the yields to the same calculation basis. [Pg.25]

These figures demonstrate the impact that the coupon-payment and discounting frequencies have on a bond s redemption yield calculation. Specifically, increasing the frequency of discounting lowers the... [Pg.26]

The wheel test attempts to simulate the time and frequency of specimen immersion in both phases of the dual system. Exposure to both phases is accomplished either by rotating or by oscillating bottles containing the fluids and metal specimen. With the coupons or electrodes at one end of the bottle, the heavier aqueous phase will cover the specimen once in every cycle. [Pg.282]


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See also in sourсe #XX -- [ Pg.17 ]




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