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I did some basic reading during J's diary to get a sense about what he was talking.
I haphazardly compared to it currency: when the South African Rand is weakening compared to the Euro, it means that it will take me longer to pay off my study loan in Euro because my yield (in Euro) goes down. Whether that analogy is correct of course begs the question...
It should be plain that bonds are completely different from stock shares, which are shares in the capital of a company.
Let's not get into exchange rate risk at this point ;-) Can the last politician to go out the revolving door please turn the lights off?
And what many people don't know about is the relation of the bond market to credit, and its relation to stocks.
I don't propose to try to write anything myself because I'd probably screw up :)
Bloody linguistic terms. It's still rather opaque to me - One buys to realise a profit? I do see how the principle works, yet when does the actual return set in? When do you "sell" bonds to realise the profit in actual numbers on your bank account? Or is the buying the selling? *confused *
And (once again): (how) does the bond market affect the stock market?
Of course, if you can turn around a year later and sell the bond for 660 then you've made a 10% in a year, the yield of thebond has gone down to 4.72% and the price went up higher than expected.
The bond market affects the stock market in that bonds involve guaranteed payments so, neglecting default risk (and if the bond is a US treasury bond you pretty much can) the bond yield is a measure of risk-free return. When valuing stocks, return is measured relative to the risk-free rate of return. So, if bond yields go down, stock returns above the risk-free rate go up and so investing in the stock market becomes more attractive. Also, investments that used to be less profitable than bonds and so wouldn't be undertaken suddenly become profitable. Can the last politician to go out the revolving door please turn the lights off?
If you buy a 10-year 1,000 bond for 600 when the bond is issued, you invest 600 now and are guaranteed 1,000 10 years from now. If you lend 600 at 5.24% annual yield and only require one repayment 10 years from now, the borrower will have to pay you 1,000 when the loan expires. So buying a bond is like lending money, and if the yield is positive (or larger than inflation, or larger than the profit you can make elsewhere, or larger than whatever your benchmark is) you'll make a profit.
That makes it crystal clear what a bond is for the ignoramus.
Similarly:
the bond yield is a measure of risk-free return. When valuing stocks, return is measured relative to the risk-free rate of return. So, if bond yields go down, stock returns above the risk-free rate go up and so investing in the stock market becomes more attractive. Also, investments that used to be less profitable than bonds and so wouldn't be undertaken suddenly become profitable.
This explains to me the relation between the bond and stock market. And I haven't been looking up information since I logged off yesterday.
If J could blend this into his diary as an introduction to the bond market, I think it would be able to reach a larger audience unfamiliar with financials.
Maybe the article on Modern Portfolio Theory will be more instructive, but I think it's overkill - more than you need to know about any of this. However, this diagram from the article hopefully makes it clear what "excess return above risk-free" means. Can the last politician to go out the revolving door please turn the lights off?
Describing the interest rates set by the bond market as the "cornerstone" for valuing equities and other securities, [Albert Edwards, Dresdner Kleinwort's well-known global equity strategist] cautions that if the bond market has truly entered a new era of steadily rising long-term rates, "all investment portfolios will be shredded to ribbons".
US Treasury bond yields in effect set the "risk-free" rate used when pricing securities - from corporate credit through derivative contracts to equities - across the world. They form the financial world's clearest expression of risk.
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