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Bond's potential returns are calculated using measures like Yield to Maturity (YTM) and cash flow yield. Both these measures are not free from shortcomings. The problem with YTM is that we assume that the coupon payments are reinvested at a rate equal to the YTM and the bonds are held up to maturity. By these assumptions, we are ignoring reinvestment risk and interest rate risk. Reinvestment risk is the risk resulting from the fact that interest or dividends earned from an investment may not be reinvested in such a way that they earn the same rate of return as the invested funds that generated them. Interest rate risk is the risk of having to sell a security before its maturity date at a price less than the purchase price. Cash flow yield also ignores reinvestment and interest risk. It assumes that the projected cash flows are reinvested at the cash flow yield and the mortgage-backed or asset-backed securities are held until the final payout based on some prepayment assumption. The reinvestment risk is of utmost importance to mortgage-backed and asset-backed securities as payments from these securities are monthly and both the principal and interest should be reinvested. The assumption that projected cash flow is actually realized may not be true if the prepayment, default and recovery vary from such assumption.
A yield spread between any two bond issues can be easily computed when the maturity date for both these issues is same. The yield spread between these two bond
Q. Introduction of just-in-time inventory management? It has already been observe that a reduction in inventory due to the introduction of just-in-time inventory management ca
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Max Z = 107x1+x2+2x3 Subject to 14x1+x2-6x3+3x4=7 16x1+x2-6x3 3x1-x2-x3 x1,x2,x3,x4 >=0
It better to buy shares of a company or its assets? The choice among buying shares of a company and buying its assets depends mostly on the fiscal differences and on the possib
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Convertible bonds can be classified into different types such as callable bonds and puttable bonds. These bonds are discussed as follows: Basics of Callable Bonds A callabl
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