Archives for July, 2010

Options Embedded in Bonds

July 30th, 2010

We have so far looked at two forms of duration: Macaulay and modified.  There are a couple of more that deserve attention. But first we need to explain the concept of an embedded option.

Embedded options are “kickers” that provide a bond issuer or bondholder with the possibility of taking some action (with respect to another party) that is not available in “straight vanilla” bonds. There are four common types:

Callable – allows the bond issuer to force the redemption of bonds before maturation. The issuer has a date-limited (the call date) opportunity, but not an obligation, to redeem the bond at a predetermined price (the call price).  This embedded call lowers the value of the bond to the bondholder, because of the possibility of a truncated set of cash flows. Therefore the issuer must normally issue the bonds with an elevated interest rate (equivalently, a lower price) to compensate the buyer for call risk.

The embedded call option can be valuable to an issuer if interest rates decline between the issue date and the call date – the issuer can call the bonds and issue new ones at a lower coupon. The call price is usually above the issue price; the differential is called the call premium. Nonetheless, if interest rates decline enough, the call price will be less than the bond’s current market price, and is thus a bargain for the issuer at the expense of the holder.

The price of a callable bond is equal to the value of the straight bond plus the value of the option.  This causes the yield on a callable bond to exceed that of the corresponding straight bond. Bonds can be issued with a multi-date call schedule, where portions of the issue can be redeemed at any of several different call dates.

Puttable – allows the bondholder to demand early repayment on one or more specified put dates. It is the equivalent of a straight bond and a put option, and confers additional value to the bond holder.  Issuers can sell puttable bonds at a premium relative to the equivalent straight bond because of the put’s additional value to the bondholder.  Bondholders are likely to put the bond to the issuer if interest rates have risen since the issue date, because the equivalent straight bond’s market price will have declined under this circumstance.

Purchasers of puttable bonds will see their put’s value decrease if the issuer is bankrupt on the put date. Bankruptcy will not necessarily render the embedded put’s value worthless, as it confers a higher claim by the puttable bond on assets relative to straight bonds.

A bond may be both puttable and callable; the issue price of the bond is influenced by both options.

Convertible – a bond that can convert into a predetermined number (expressed by the conversion ratio) of an issuer’s shares at a predetermined conversion price. The price of this hybrid security is thus correlated, within limits, to the price movement of the underlying shares.  It is equivalent to holding a straight bond plus a call option on the underlying stock, except that executing the call option requires surrender of the convertible bonds.  A large price decline of the underlying stock creates a “broken convert”; the floor on the convertible bond’s price is the price of the equivalent straight bond, the call premium having disappeared.  Thus the bondholder has upside potential with limited downside risk.  This mixture benefits the bondholder and thus allows bond issuers to sell convertible bonds at a premium to the equivalent straight bond.  This is the same as saying that the issuer can provide a lower coupon rate. Convertible bonds are dilutive – they have the potential to increase the number of issued shares and thus may reduce equity per share.

We’ll have a lot more to say about convertible bonds in a future article.

Exchangeable – similar to a convertible bond, except the underlying shares are for a company other than the issuer.

Armed with this information, we can next time resume our review of the different varieties of bond duration.

SEC Asking Hedge Funds for Comments on Regulations

July 29th, 2010

As hedge funds are major customers for providers of prime brokerage services, this article is especially pertinent. Our CEO rightly feels that this is an important story for the financial community to understand and in which to participate. We have previously blogged about Mary Schapiro’s comments on the lack of risk posed by hedge funds. Interested parties need to let the SEC know their strong concurrence with that opinion. Click to visit SEC public comments page on Dodd-Frank Act. Our thanks go to Paula Schaap for bringing this story to our attention.

The Securities and Exchange Commission has asked hedge funds for comments on regulations.  The SEC wants to get a sense of what hedge fund managers think about the provisions in the Dodd-Frank financial reform bill.

SEC Chairman Mary Schapiro said in a speech Thursday to the U.S. Chamber of Commerce that hedge funds “have flown under the regulatory radar for far too long.”

“The lack of a comprehensive database for private funds has made it virtually impossible to monitor them for systemic risk and investor protection concerns,” she said.

Last week, however, in Congressional testimony, Schapiro said she wasn’t sure if hedge fund firms posed a systemic risk to financial systems.

Schapiro also said in her speech that the SEC had been working closely with the U.K.’s Financial Services Authority on hedge fund reporting requirements.

Whatever the position the U.S. regulator may take on the systemic risk issue, the public is being encouraged to go to the SEC Web site and fill out a comment form even before the official regulation comment periods are opened.

The following is an excerpt from the beginning of the SEC announcement:

“The Dodd-Frank Wall Street Reform and Consumer Protection Act includes provisions that require the SEC to undertake various initiatives, including rulemaking and studies touching on many areas of financial regulation.

Members of the public interested in making their views known on these matters, even before official comment periods may be opened, are invited to submit those views via the email addresses below. While the Commission has responsibilities under other provisions of the Act, the list below covers major regulatory topics and other more immediate matters. The Commission may add additional email addresses in the future.

Members of the public who wish to submit official comments on particular rulemaking initiatives should submit comments during the official comment period that starts with the notice of the initiative published in the Federal Register.

The Commission will post all submissions on this page of the Commission’s Internet Web site. All submissions received will be posted without change; we do not edit personal identifying information from submissions. You should only make submissions that you wish to make available publicly.”

Source

Bond Duration 2 – Modified Duration

July 27th, 2010

Previously we examined Macaulay duration, one of a few popular formulas used describing a bond’s characteristics. Remember that duration is the line that is tangent to a curve of prices vs. yields.  We pointed out:

“Duration increases immediately on the day a coupon is paid, but throughout the life of the bond, the duration is continually decreasing as time to the bond’s maturity decreases. A bond’s duration is also affected by the coupon rate and its yield. Bonds with high coupon rates and, in turn, high yields will tend to have lower durations than bonds that pay low coupon rates or offer low yields. This occurs because, when a bond pays a higher coupon rate or has a high yield, the holder of the security receives repayment for the security at a faster rate.”

Modified duration is a specialized adaptation of the Macaulay calculation that factors in interest rate changes. Fluctuating interest rates will affect yield and thus duration, so modified duration indicates the extent to which duration changes per percentage point change in yield. For bonds not offering embedded features (such as puts and calls), a bond’s price and the interest yield move in contrary directions, giving an inverse association involving modified duration and a 1% movement in yield. Due to the fact that the modified duration formula depicts the way a bond’s duration is modified relative to interest rate changes, this form of duration is fitting for investors whose objective is to gauge the volatility of a given bond.

Calculation:

Example:

Trader T holds a five-year bond with a par value of $1,000 and coupon rate of 5%. For simplicity, let’s assume that the coupon is paid annually and that interest rates are 5%.

From our previous blog, if the bond has a Macaulay duration of 4.55, then:

Modified Duration = 4.55/ (1 + .05/1) = 4.33 years

New Joint Venture Announced for Making Money with Domain Names

July 26th, 2010

A new joint venture, Millions Forever, LLC. was announced today between Stephen Colangelo, Jr., CEO & Founder of Under the Radar, LLC and John Bonk, CEO & Founder of Millions Forever, LLC to introduce unique services related to making income from expired domains on the Internet for anyone who can “surf the web”. Expired domains are website addresses no longer claimed by their original owners. Purchasers of these expired domains, if properly prepared, can receive a substantial income from them.

Millions Forever, LLC plans on releasing a free e-book to educate people on the business opportunity, a paid e-book to teach the process of finding, purchasing and monetizing domains, a web subscription service with access to the results from the venture’s exclusive Domain Traffic Engine, and a unique marketplace for buying and selling traffic domains.   An infomercial is also planned due to the business’ strong appeal to everyone.

John Bonk said “the Millions Forever program offers the opportunity for anyone to quickly and easily make additional money by tapping into internet traffic from expired domains.  What gives our company a competitive advantage is Millions Forever has a proprietary traffic engine that grades the 80,000+ domains that expire every day to assist individuals in research, purchase and monetize them for passive income.  There is nothing like it in the market today”.

Mr. Bonk went on further to state that he has “30 years’ experience in the technology industry as a systems architect with Fortune 500 companies and large municipalities.”  His role was to simplify complex systems into simple tasks by masking the complexity from the user.  This experience, coupled with his personal success earning domain revenue, has afforded him the ability to offer a simplified approach to the masses.

Stephen A. Colangelo, Jr. stated that “with John’s years of expertise in this industry and his personal portfolio of more than 3,000 money-making domains, he has perfected the process.  This expertise, coupled with the power of our Under the Radar SEO capabilities will create a powerful synergy in the domain industry.”

Unlike most other similar products and systems that cater to domain professionals, Millions Forever, LLC is designed from the ground up to appeal to the masses both domestic and international, creating a potential consumer market in the hundreds of millions.

Merlin Securities Offers New Advice to Latin American Fund Managers

July 23rd, 2010

Article provided by Alternative Latin Investor

During the last ten years, a number of several elements have come together to make Latin America a very exciting location for managers of and investors in hedge funds. These elements include a substantial and increasing population of wealthy and institutional investors, continuously improving managers and a flood of international investors looking for geographic diversification.
As the size of the market has grown, so too has its level of sophistication. Just as U.S., Asian and European investors have come to demand greater levels of operational and investment excellence, Latin American investors also now expect to receive the same standards. This includes institutional quality risk management, compliance, execution and a clear, repeatable and consistent in- vestment methodology, among other things.

Merlin Securities, which earlier this year established its Latin American presence and tapped Victor Hugo Rodriguez as its newest partner and head of Latin American sales, offers a paper to help both investors and managers achieve institutional quality.

█ The Big 12: Merlin’s Best Practices For Hedge Funds

Managers who meet these Big 12 Best Practices and generate Alpha can seize the growth opportunities in the marketplace.

  1. Written compliance and employee trading policies with periodic attestation
  2. Multiple levels of authority on cash movements with a minimum of two people controlling input, release and approvals
  3. Written and consistent valuation policy by asset class
  4. Sound technology and infrastructure with reliable back-up, disaster recovery and business continuity plan
  5. Open architecture to handle multiple prime brokers, multiple custodians and managed accounts
  6. An understanding of why these firms are used and the alpha they generate
  7. Clear risk management methodology
  8. Ability to prove best execution
  9. High-quality audit, tax and legal representation
  10. Sustainable third party administration with SAS 70 Type II
  11. Dedicated operations manager, COO, CFO and CCO
  12. Significant principal’s money in the fund

To view the full report, please visit the sourced website.

Article provided by Alternative Latin Investor

Twelfth Guilty Plea in Galleon Insider-Trading Scandal

July 22nd, 2010

It’s a full 12-pack of guilty pleas as David Plate conceded his role in the ongoing Galleon Group insider-trading case. Mr. Plate pleaded guilty last week to conspiracy and fraud. Previously, Mr. Plate was a trader at Schottenfeld Group and Incremental Capital.

Plate is the 12th person to plead guilty, out of the 21 charged in the case. He was arrested on Nov. 5, one month after the first wave of arrests in the case that netted Galleon Group founder Raj Rajaratnam, who has pleaded not guilty. Plate admitted to buying 50,000 shares of Axcan Pharma after receiving a tip from other players in one of two allegedly interlocking insider-trading circles, this one allegedly led by former Galleon employee Zvi Goffer.

Plate told U.S. District Judge Richard Sullivan that he received tips about 3Com Corp. from Goffer, and that Goffer asked him to hold onto his 3Com research file to help him conceal his activities.

Plate is one of eight men accused of being part of the Goffer ring. He is also the only one of the group indicted in February to plead guilty, after initially entering a not-guilty plea with the other six. Brian Santarlas, a former lawyer at Ropes & Gray—the law firm Plate said he got the tip he traded on from—has also pleaded guilty and is cooperating with prosecutors.

Plate faces up to 25 years in prison when he is sentenced.

Last March, Schottenfeld Group agreed to pay $1.2 million to settle charges brought by the SEC. The New York-based firm also agreed to cooperate with the SEC’s ongoing investigation and enforcement action. Schottenfeld neither admitted nor denied any wrongdoing.

Zvi Goffer, a proprietary trader at the firm, has been accused of masterminding one of the two interlocking insider-trading circles. He, five other traders and two lawyers were sued by the SEC in November. Goffer, known to his fellow insider-trading suspects as “Octopussy,” and one of the lawyers, Arthur Cutillo, have been charged criminally in the Galleon case and have pleaded not guilty.

Disgorgement of allegedly illicit profits earned for the firm by its traders account for $742,000 of the amount Schottenfeld paid. The firm also accepted a $371,200 fine and $96,200 in prejudgment interest.

Schottenfeld is still facing a separate SEC enforcement action stemming from the other half of the alleged insider-trading circle, involving Galleon founder Raj Rajaratnam.

Source

Bond Duration I – Macaulay Duration

July 21st, 2010

Recall that last time we showed how bond convexity is depicted on a graph of price vs yield. Let’s extend our discussion to the concept of duration. The tangent to the price-yield curve is the duration, meaning the amount of time needed for a bond’s cash flows to equal the price paid for the bond.

Duration increases immediately on the day a coupon is paid, but throughout the life of the bond, the duration is continually decreasing as time to the bond’s maturity decreases. A bond’s duration is also affected by the coupon rate and its yield. Bonds with high coupon rates and, in turn, high yields will tend to have lower durations than bonds that pay low coupon rates or offer low yields. This occurs because, when a bond pays a higher coupon rate or has a high yield, the holder of the security receives repayment for the security at a faster rate.

The formula usually used to calculate a bond’s basic duration is the Macaulay duration. The Macaulay duration is calculated by adding the results of multiplying the present value of each cash flow by the time it is received and dividing by the total price of the security. The formula for the Macaulay duration is as follows:

Calculation:

Example:

Trader T holds a five-year bond with a par value of $1,000 and coupon rate of 5%. For simplicity, let’s assume that the coupon is paid annually and that interest rates are 5%.

In Part II, we’ll examine Modified Duration.

“Fabulous Fabrice”, License Stripped, to Mount SEC Defense Paid For By Goldman Sachs

July 20th, 2010

Fabrice Tourre

Suppose you had a rogue employee that did such bad things that the government decided to fine your company over half a billion dollars. And then suppose you had to pay for your rogue employee’s legal defense bills.  How would you feel?

Probably pretty much like Goldman Sachs, which is picking up the tab for the defense of Fabrice Tourre.  “Fabulous Fabrice”, as he describes himself, is the only Goldman employee named as a defendant in the civil-fraud charges leveled against Goldman Sachs. Apparently, Mr. Tourre is not close to settling his own case with the government, a person familiar with the matter said.

It was learned that Mr. Tourre has been stripped of his license to operate in the City of London at Goldman’s request. London’s Financial Services Authority maintains a catalog of the bulk of individuals who are employed in the financial district but keeps various levels of permission. Tourre was permitted to do business with customers and even though the FSA’s Internet site indicates he is licensed, it is thought this will probably be removed, possibly as soon as today. A spokeswoman for Goldman in London said: “We decided to de-register him.”

The 31-year-old banker filed Monday a response to the SEC’s charges of misleading investors from his role in creating complex mortgage-linked investments, the person said. That response is expected to show that Tourre is willing to take the case to court in an effort to clear his name, the person said.

Tourre was not part of the settlement reached between the Securities and Exchange Commission and Goldman that was unveiled late Thursday. The investment bank will pay $550 million to resolve charges that it misled investors in how it sold collateralized debt obligations linked to subprime mortgages.

He appeared before the Senate Permanent Subcommittee on Investigations in late April to answer charges against him. In his testimony, Tourre spoke about how he predicted the collapse in the housing market and how it would impact the mortgage securities he was packaging on behalf of his client, hedge-fund giant John Paulson.

In heavily scrutinized emails that were disclosed before the testimony, Tourre called himself “the fabulous Fabrice” who was “standing in the middle of all these comlex … exotic trades he created without necessarily understanding all the implications of those monstrosities!!!”

Tourre, who is currently on paid leave from Goldman, could not be reached for comment.

Source

Bond Yields and Convexity

July 19th, 2010

In our previous blog, we reviewed how bonds, which are bought, sold, and lent by prime brokers, are priced.  Let’s build on that discussion to look at bond yields and convexity.

Convexity: Yield vs. Price

The yield to maturity (YTM) is the interest rate by which the present values of all the future cash flows are equal to the bond’s price. YTM is the return the investor will receive from his/her entire investment. It is the return that an investor gains by receiving the present values of the coupon payments, the par value and capital gains in relation to the price that is paid. YTM assumes that the bondholder reinvests all coupons received at a constant interest rate, the YTM rate.

Bond prices fluctuate over time due to changes in required yield, i.e. the discount factor determining the bond’s present value.  Thus, bonds are marked to market daily, and an unrealized mark-to-market (MTM) gain or loss occurs due to changes in required yield. Required yield changes when the benchmark interest rate changes, when the bond issuer’s circumstances change, or for other reasons. These risks are determinants of the current required yield, and hence the MTM price.

For any given bond, a graph of the relationship between price and yield is convex, meaning that the graph forms a u-shaped curve, rather than a straight line.  The degree to which the graph is curved shows how much a bond’s yield changes in response to a change in price. Convexity is useful for comparing bonds. If two bonds offer the same duration and yield but one exhibits greater convexity, changes in interest rates will affect each bond differently. A bond with greater convexity is less affected by interest rates than a bond with less convexity. Also, bonds with greater convexity will have a higher price than bonds with a lower convexity, regardless of whether interest rates rise or fall. In general, the higher the coupon rate, the lower the convexity of a bond. Zero-coupon bonds have the highest convexity.

Callable bonds will exhibit negative convexity at certain price-yield combinations. Negative convexity means that as market yields decrease, duration decreases as well. A bond issuer would find it most optimal, or cost effective, to call the bond when prevailing interest rates have declined below the callable bond’s interest (coupon) rate. For decreases in yields below the callable rate, the graph has negative convexity, as there is a higher risk that the bond issuer will call the bond. At yields below the callable rate, the price of a callable bond won’t rise as much as the price of a plain vanilla bond.

Bottom Logo Wall Bottom Logo Reuters Bottom Logo Forbes Bottom Logo Fortune Bottom Logo Cnn Bottom Logo Cnbc Bottom Logo Fox Bottom Logo Comunity