Thursday, 21 February 2008
A New Way to Value the Market
Are stocks cheap yet? That slippery, eternal question is worth a look right now because a remarkable new set of data has just become available, allowing us to analyze the market in ways we never could before. I wish I could tell you that this new trove of numbers reveals that stocks are a screaming buy. It doesn't. But it does suggest that, amid all the recent tumult, just maybe the market is being rational.
The new data are derived from the most fundamental, capital-based way of analyzing a company's finances and value. How much capital is a company using? What is its return on capital? How much does the capital cost? Those questions hold the key to corporate performance, but finding the answers in most financial statements isn't easy, and many executives don't know the answers themselves. The Stern Stewart consulting firm began popularizing these concepts more than 15 years ago with the term EVA (economic value added), and the new data come from EVA Dimensions, a firm that is now the source of Stern Stewart's EVA data.
EVA-based analysis has proven extremely valuable in analyzing individual companies. I almost never make calls on specific stocks, but in late 1999 the EVA analysis of AOL was so compelling that I wrote a column declaring flatly that the stock price could not possibly be justified. That column was published on Jan. 10, 2000, right near the overall market peak (and the very day that AOL announced it was using its insanely overvalued stock to buy my employer, Time Warner (TWX, Fortune 500) - but that's another story). I also used EVA analysis to write last summer that Google (GOOGLE) was overpriced at $540; that call looked wrong for a while, though as I write this the stock is at $501.
One thing you couldn't do with EVA analysis was use it to value the whole market. Compiling the data for a significant number of companies used to take months. But now, through the miracles of our networked world, EVA Dimensions can compile it every day for 2,669 companies in the Russell 3000 (those for which at least two years of data are available). This is essentially the U.S. stock market. So: Is it worth what it costs?
Look first at how well the companies are doing at their most basic task, which is earning a return on their capital that's greater than the total cost of that capital. Turns out they've been doing very well. The dollar difference between their return on capital and cost of capital (their EVA) was $375 billion over the past four quarters. It was only half that much in 2005, and in 2004 it was negative, which isn't surprising. Over time, for the broader market, EVA should be more or less zero since competition is always forcing high returns down toward the cost of capital, while companies that can't meet their capital cost will eventually go under. So America's publicly traded companies did great last year; in fact, with economic growth strong through the third quarter, it's safe to say that they were at or near the top of the business cycle.
Next question: How are they being valued? On a recent day when the Dow closed at 12,265, the 2,669 Russell 3000 companies had a total enterprise value of $29.8 trillion (equity plus debt). To judge whether that's a lot or a little, consider that over the past four quarters these companies produced after-tax operating profits of about $1.8 trillion. Even if we assume that earnings will only match, not exceed, that level in future years, then the companies' aggregate market value today would still be $22.5 trillion (note to finance wonks: that's their profits capitalized at their capital cost of about 8.1%), which is about 75% of their actual market value.
So now we reach the central question. About 25% of the current market value of these companies is based on expectations of future profits above and beyond the profits they earned last year, at the top of the business cycle. Does that seem reasonable? Actually, it just might. The math gets a bit tedious, but you can assume no profit growth for the next several years and very modest growth thereafter, and the valuation still looks okay. Buying at today's prices may not make you rich. But - for the first time in a long time, in my view - it isn't crazy.
Wednesday, 13 February 2008
Analysis of Warrant Data (Part 6)
The biggest appeal of warrant trading lies in the leverage effect. Investors only need to invest a small sum to earn a potential return or even higher than that from directly investing in the underlying. However, in picking warrant, investors often get confused with gearing and effective gearing. So, what are the differences between them? Which of them is more indicative?
Gearing
Effective Gearing
Effective Gearing = Gearing * Delta
Relationship between maturity and effective gearing
Maturity is negatively related to effective gearing. If we have two warrants with the same strike price but different maturity dates, the one with a longer maturity has a lower effective gearing than the other. This is because that the one with a shorter maturity has a lower time value, and thus a higher effective gearing.
ITM/OTM and effective gearing
Further OTM warrants have a higher effective gearing, because their gearing levels are higher. So, if we have two call warrants with the same maturity but different strike prices, the further OTM one will have a higher effective gearing.
By now, most readers must have understood that one should look to the effective gearing to predict the size of change in the warrant price for every 1% change in the underlying price.
Yet, one should note that effective gearing can only reflect the theoretical change in the warrant price in response to a given amount of change in the underlying price in the near term. In fact, when the underlying price changes, the delta and gearing levels will change to, which in turn affect the effective gearing. Besides, the formula for effective gearing is based on the assumption that all other things being equal (such as implied volatility, interest rate and market supply and demand). Hence, in case these factors vary, the warrant price may fail to rise in the way suggested by the effective gearing even in the short term.
In general, premium and effective gearing go up and down together. So, a low-premium warrant has a low effective gearing, and the same goes for the opposite. In the case of a short term ITM warrant, although it carries a high delta, its effective gearing is low due to the high price tag and thus, a low gearing. Mind you, warrant trading is mainly about the leverage effect. When the effective gearing is too low, it does not mean much to invest in the warrant, which only gives you a slightly enlarged return when the underlying price moves. Yet, you are not facing less risk associated with the shortening maturity and changes in implied volatility. The risk and return are out of proportion. Besides, although such warrants have a low premium, they are not suitable for investors with a short term perspective. For a more appropriate strategy, you should first identify your target underlying and short list the relevant warrants with a comfortable effective gearing. Then, simply compare the candidates based on their implied volatility to select your right warrant.
Wednesday, 6 February 2008
Analysis of Warrant Data (Part 5)
There was an article on My Paper on the 1st of Feb 2008, which was last week, regarding option trading. I am not too sure if anyone had read about the article? In the article, there was a short mentioned about the yield curve, a methodology to peek where our economy is heading towards to in year 2008 and perhaps the next one to two years to come. In fact, last year November, I had a similar post to explain the shapes of the yield curves and its implication on the economy. That was one of the reasons I started to monitor the STI put warrants since beginning this year, but I did not trade any of them, at least not using real money. :(
Anyway, I am a novice and risk adverse investor and I do not want to jump straight into the market before I understand how warrants work for me. It is like learning how to drive. We all started on circuit then we moved on to the roads and once we are familiar with it, we can drive safely on roads. Thought that does not guarantee you will not meet up with any accidents (touch wood) but at least you are more cautious and know what to look out for. Hence I do encourage novice investors and traders who wish to trade warrants or stocks to start doing virtual trade and make it as real as possible. Once you are able to reap consistent profit from your virtual trading, then perhaps it is time for you to test out your concepts and skills in the real market. Just remember to minimize your losses and let your profits run.
I would like to continue to share what I have learnt so far in warrant trading. This post is about premium. Premium is a measure of how much the underlying price has to move for the warrant to break even if it is held to maturity.
The premium for a call warrant =
Whereas, Warrant Price * Conversion Ratio is the cost of buying a warrant, and Strike Price + Cost component is the breakeven point of the warrant. In this formula, we first calculate the difference between the breakeven point and the underlying price and then divide it by the underlying price to find out the premium as a percentage.
Likewise, the premium for a put warrant =
(Underlying Price - [Strike Price - Warrant Price * Conversion Ratio]) / Underlying Price * 100%
For example, the recently listed UOB call warrant UOB BNP ECW100319 is trading at SGD$0.315 at point of writing, with strike of SGD$15.38 and a conversion ratio of 14.993:1. The underlying price is SGD$17.36 at point of writing, then the premium is
Premium = (S$15.38 + S$0.315 * 14.993 - S$17.36) / S$17.36 * 100% = 15.80%
Breakeven = S$15.38 + S$0.315 * 14.993 - S$17.36 = S$20.10
In other words, if the investor intends to hold the warrant until maturity, its takes 15.8% increase in the underlying price from its current level of S$17.36 to S$20.10 to breakeven. In this example, what we have is an in-the-money (ITM) warrant, and the underlying needs a modest increase in the underlying price to breakeven. In the case of an out-of-the-money (OTM) warrant, the underlying must make a bigger climb to reach the breakeven point.
To sum up, the premium only measures the percentage increase in the underlying price that will allow the warrant investor to breakeven upon maturity. It does not tell us whether the price of a warrant is too high or too low. Hence, unless you are prepared to hold the warrant until maturity, premium is not a relevant indicator for you.
Today is Lunar New Year eve, I hereby wish everyone 恭喜发财,万事如意.
Wednesday, 30 January 2008
Analysis of Warrant Data (Part 4)
The Fed is mulling its next step to bolster the economy after stunning markets on January 22 with its biggest rate reduction in more than 23 years - an emergency move that brought the benchmark federal funds rate down three-quarters of a point to 3.5 percent.
Since then, investors have widely bet the Fed would keep slashing to head off a recession given worsening financial market conditions.
But after stronger-than-expected data on consumer confidence and durable goods orders on Tuesday, investors scaled back bets on a half-point move significantly.
Short-term interest rate futures showed the implied chances for a half-point cut had dipped as low as 60 percent by midday on Tuesday from 86 percent on Monday. A quarter-point cut was still fully priced in.
The Fed has been trying to minimize the impact from the subprime by cutting rate. The decision was to stabilize the market but then the market is still in a rollercoaster state. This is a good time for us to learn more about warrant and save up your cash then to jump into the market. In this post, I am going to mention two other important aspects of warrant – turnover and outstanding quantity.
Turnover is the total units of a warrant bought and sold on a day, while outstanding quantity refers to the accumulated units, or the accumulated overnight positions, held by investors (other than the issuer) at the close of trading. Outstanding percentage is the portion held by investors of the total units of the warrant in issue. I noticed this information may not be easily gathered. ShareInvestor site does have the outstanding warrant which is updated every Friday of the week and SGX also provides such information.
On a trading day when the market is dominated by day trade investors rather than overnight traders, the turnover can be way above the increase in outstanding quantity. In contrast, if all the new positions of the day are held overnight, the increase in outstanding quantity will be equal to the turnover.
Normally, when a high turnover meets a flat outstanding quantity, what we have is a day trade market. This may be a sign of a lack of confidence in the outlook for the warrant. When a high turnover meets a fall in outstanding quantity, then the market is dominated by sell orders. This may mean that the holders of a call warrant are selling on expectation that the underlying is topping out (or bottoming up in the case of a put warrant). When a high turnover meets an increase in outstanding quantity, the investors here are probably long-term players who are rather upbeat about the market outlook.
Outstanding quantity is more indicative than turnover
In comparison, outstanding quantity is a more significant indicator than turnover. Warrants that make it to the top ten in turnover may lose their followers in just a week. However, outstanding quantity tells you how many people are in the same boat as you. If we look at the price performance, together with the outstanding quantity, of a warrant, we can get a rough idea about whether it is good time to buy or whether selling pressure is building up.
Moreover, the outstanding percentage may reflect the market making the capability of an issuer. Where the outstanding percentage is too high, it shows that the issuer does not have enough holdings on hand for the purpose of price stabilization. In such a case, the warrant price may fluctuate too widely. It may even fall out of step with the underlying price. Hence, such warrants are more risky than others. For example, for a warrant with an outstanding percentage reaching 90%, the issuer will be left with only around 10% of the total units on hand. With the dwindling inventory, the issuer will find it hard to increase the supply in case the strong market demand shows no sign of ebbing. The warrant price may then shoot up to an unreasonable level due to the imbalance between the demand and supply.
In selecting warrants, investors usually focus on the strike price, maturity, effective gearing and implied volatility. Seldom do they pay attention to the outstanding quantity and percentage, which do not bear a direct relation to the value, but at times do affect the price of a warrant. Hence, investors should also know more about the outstanding quantity and percentage of their target warrants.
Reflection of market demand
Changes in the outstanding quantity of a warrant reflect the market demand, rather than the decision of the issuer. When there is an increase in demand and more investors are buying the warrant, the issuer is obliged to provide the liquidity by selling certain units in its holding to the market. Hence, the outstanding quantity will increase. In contrast, when there is a decrease in demand and more investors are selling the warrant, the issuer must buy the excess units in the market. So, the outstanding quantity will decrease.
For some warrants, their outstanding quantities grow as their trading history gets longer. Given that they have a large crowd of investors, these warrants are normally more actively traded. Investors have to be more cautious. Given the high level of outstanding quantity and the large number of participants, the prices of these warrants are subject to a stronger impact of changes in demand and supply and in market sentiment. They are therefore likely to fall out of pace with their underlying. This is particularly at times of heavy buying or selling, when huge trading volume makes it difficult for the issuer to get the market back in order quickly. While these warrants may generate a higher than expected return when they are driven to excesses, investors may also suffer a bigger loss when there is an abrupt market downturn.
How to define a high outstanding level?
Some investors may find the outstanding quantity of a warrant at a high level when it reaches a certain percentage of offer size. Actually, this is not totally correct, as the offer size of a warrant is not limited. Sometimes, a warrant may be reissued again and again, and its total offer size will be relatively large. Some investors may apply for a bigger offer size. With an expanded offer size, the outstanding quantity will of course become lower in proportion. However, this may not necessarily mean that the outstanding level is not high. Investors should refer to actual number of outstanding units as a clue. One should also be aware of the outstanding percentage. If a warrant has a very high outstanding percentage (over 80%), the issuer, with an insufficient inventory on hand, may have difficulty in maintaining the stability of its implied volatility. Hence, whenever there is an imbalance between demand and supply, the implied volatility of the warrant will overshoot, making it hard to predict its price movement.
To find out whether the outstanding level of a warrant is high or low, investors should also take note of the conversion ratio. For examples, both STI 3100 BNP ECW080328 and STI 3100 BNP EPW080328 have the same underlying, strike price and maturity. Yet for STI 3100 BNP ECW080328, the conversion ratio is 1000:1 while STI 3100 BNP EPW080328 is 770:1. Both warrants have an outstanding quantity of 40 million at point of writing. Although one of the warrants is a call and the other is a put, this does not really matter. What I wish to show here is does both of them have the same outstanding level? The answer to the question is no. In fact, the outstanding level for the put is about 1.2987 times (1000 / 770) more than the call. The reason is that each unit of the put warrant represents the right of conversion for 1/770 unit of the underlying, while each unit of the call warrant represents that right of conversion for only 1/1000 unit of the underlying. Hence, for hedging purpose, the issuer has to buy, in theory, 1.2987 times more for put warrant than that of the call warrant of the underlying or over-the-counter options.
Assuming both warrants currently have a delta of 50%. Then for every 20 million units of the call warrant sold or repurchased, the issuer has to buy/sell only 10000 units of the underlying for the hedging purpose. However, for the same quantity of the put warrant sold or repurchased, the issuer has to buy/sell 12987 units of the underlying. Although the difference between the two numbers is not very significant in this example, because I have chosen an index warrant, you will see how great the impact will be for stock warrant. Hence, when the put warrant in our example here is in heavy trading, especially around this period of time, the issuer may face a bigger problem in keeping the order and the warrant price may face a wider fluctuation.
Studying the outstanding quantity is not only helpful for warrants selection, but also indicative of the fund flows in the market. No matter what, before buying a warrant, it would be a nice idea to check out its outstanding quantity. If the level is too high, then you should be careful. In the best case scenario, the implied volatility of a warrant should hold steady after it is bought. In case the warrant’s performance turns funny (for example, the warrant price goes up although the underlying price is unchanged), it may be a sign that the market maker is losing out in maintaining the order of the market. In this case, you should sell the warrant as soon as possible to swap for another with a lower implied volatility. When it’s implied volatility finally goes down to a reasonable level, the price of the warrant will finally goes down to a reasonable level, the price of the warrant will drop even though the underlying price remains intact. This happens when the issuer has restored its holdings on hand or when other investors are selling for fear that the issuer will soon issue additional units of the warrant.
I shall continue my post on analysis of warrant data again. Chinese New Year is round the corner and I hereby take the opportunity to wish everyone a prosperous CNY.
Thursday, 24 January 2008
What are Treasury Bills And How You Can Use It?
Singapore Government Securities (SGS) Treasury bills (T-bills) are short-term debt securities that are issued by the Singapore Government. The tenors for Treasury bills range from as short as 7 days up to 1 year.
Treasury bills are a very useful and low risk investment tool that everyone should take advantage of.
How you can make use of Treasury bills?
Given the current yield of 1.52% p.a. (Rate is based on a 3 month T-bill and is accurate as of 23 Jan 2008.) for a 3 month T-bill, it is definitely much better than the interest given by normal saving deposits (Based on rates of UOB Passbook Saving Account, OCBC Passbook Saving Account, and DBS Auto-save (Personal) Account. Rates are taken from respective websites and accurate as of 16 Jan 2008.).
Given the flexibility of selling away your T-bills at any time, you will be able to liquidate your investment when you need the money. You can even choose to liquidate just part of it (in multiples of 1000 units).
While some fixed deposits might be offering a higher interest as a promotion, they usually
require you to lock up your deposit for the entire tenure, and require a minimum investment of quite a significant sum. Unlike them, T-bills only require a minimum investment of less than $1000. If you are unwilling to lock-up a huge chunk of your funds in fixed deposits, T-bills will be suitable for you.For equities investors, you can make use of T-bills as well. During occasions where you are staying at the sidelines, waiting for the next opportunity to make a killing, you can park your spare cash in T-bills to earn some interest. Make your money work harder for you.
How Treasury bills work?
Treasury bills have a fixed maturity date and have zero coupons. This simply means that during the tenor, the owner of the Treasury bill will not be receiving any interest payments. Instead the Treasury bills are sold at a discount and redeemed at par value upon maturity. That is why Treasury bills are also known as pure discount investment instrument.
Suppose you purchase 1000 units of a 1-year T-bill at a yield of 2%.
You will only need to pay $980 and you will receive $1000 upon maturity a year later.
Similarly for 1000 units of a 3-month T-bill at a yield of 2%, you will only need to pay $995 and you will receive $1000 upon maturity 3 months later.
To find out more on how you can start investing in Treasury bills, please visit here, email dcm@phillip.com.sg or call 6531 1555.
By the way, I do not get any benefits from Philips Capital for helping them to post this here in my blog. I just find this could be an alternative means of fixed income investment to grow your money, at least at this period of time when market is going up and down like a rollercoaster.
Wednesday, 23 January 2008
Analysis of Warrant Data (Part 3)
I would like to continue my posting on analysis of warrant data. If you have trade warrant before or you have read up on warrants trading or attended some warrants trading seminar, then I suppose you may have come across these terms such as conversion ratio, although it is also called the subscription ratio, the exercise ratio, the cover ratio, the entitlement ratio, the parity ratio, the multiplier, the set, or just the plain ratio. Whatever it is known as, this simply means the number of warrants required exercising into one share, or its cash equivalent and it could be any value.
In my post here, I will just use the term conversion ratio as a reference. The conversion ratio determines the number of warrants required for conversion into one share of the underlying stock or one point of the underlying index at maturity. For example, where the conversion ratio is 10:1 or 10 or 0.1 (1/10), depending how the issuers present their data, it means 10 units of warrants will be required to be exchanged for each share of the underlying stock.
The price of a warrant is determined by a set of terms. Even though some warrants may have the similar terms, their prices may vary. For example, two warrants may have largely the same strike price, maturity and implied volatility, but the price of one may be a few cents while the other a few dollars. Why so? Well, indeed, even for warrants with identical terms, their prices may vary hugely. This is due to their conversion ratios.
For example, STI 3300 SGA EPW080328 and STI 3300 BNP EPW080328 both have a strike price of 3300, same maturity at 28th March 2008 and approximately similar implied volatilities of 38.35% and 40% respectively at point of writing. Their conversion ratios are 590 and 1250 respectively and their last traded price are S$0.655 and S$0.315 respectively at point of writing.
From the example above, one should notice that the bigger the conversion ratio, the lower the warrant price. Although the last traded value of one warrant is approximately twice of that of the other, they are actually worth the same. If we look at STI 3300 SGA EPW080328 which has a conversion ratio of 590, one has to buy 590 units to get one share of its underlying stock upon conversion. In other words, the cost of getting one share of the stock is S$386.50 (590 x S$0.655) which is approximately S$390. In the case of STI 3300 BNP EPW080328, it has a conversion ratio of 1250 and the cost of getting one share of the stock here is S$393.80 (1250 x S$0.315) which is approximately S$390 too. Thus these two warrants are worth approximately the same. Their prices vary only in proportion to the difference in their conversion ratios and of course, in my not so perfect example here, the cost is a bit difference because of their different in implied volatility. Recall from my previous post on “Implied Volatility, Historical Volatility and Volatility Smile”, the lower the implied volatility, the lower the price of the warrant.
The point I am trying to get across above is that conversion ratio is insignificant as a performance indicator and should not be used as a reference for the price of the warrants. Instead one should look out for implied volatility as a guideline.
Psychologically, investors tend to prefer warrants with a lower price. After all, warrants of different price ranges do differ in tick movement. Accordingly, issuers have to make a choice on the conversion ratio. Yet, in theory, the difference in conversion ratio will not affect the price performance of warrants. If you understand the reason behind this, it may help enhance your chances of success.
In calculating the value at maturity and the effective gearing of a warrant at any time, the conversion ratio is always taken into account. When you are picking a warrant, do not be bothered with insignificant data such as the conversion ratio or premium. Unless you want to hold the warrant until maturity, these data should not be a matter of concern. Rather, to make sure that you are picking the right choice, you should check out carefully the other terms of the warrant, such as implied volatility and effective gearing.
I shall continue to post on warrant analysis soon.
Sunday, 20 January 2008
ETF Tricks From Forbes Asia
I read this in the recent Forbes magazine and I found it is quite interesting. This is an article written by Michael Maiello on Exchange Traded Funds (ETF) in the US. An ETF is a security that tracks an index, a commodity or a basket of assets like an index fund, but trades like a stock on an exchange, thus experiencing price changes throughout the day as it is bought and sold.
The Best Buy formula for actively traded funds puts equal weight on costs and performance. But since ETFs are passive (usually tracking a stock index), past performance does not tell you anything useful. So the ETF Best Buys are the ones with the lowest costs in each of seven different categories of portfolios. Here the costs are defined as the sum of annual expenses and one-fifth the average bid/ask spread observed on a recent trading day.