tag:blogger.com,1999:blog-46129260187895799242023-11-16T04:15:48.160-08:00guruvilayadalguru.650http://www.blogger.com/profile/05693477411390273221noreply@blogger.comBlogger5125tag:blogger.com,1999:blog-4612926018789579924.post-22047573452449900322014-06-13T05:20:00.000-07:002014-06-13T05:20:14.005-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>Brent rose above $114/bbl on increased violence in Iraq, which produced 3.3 MMbbl/d last month.</b></div>
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- The Islamic State in Iraq and the Levant (ISIS) (aka Islamic State in Iraq and al-Sham), a breakaway al-Qaeda group, captured Mosul, Iraq's second largest city. ISIS had already captured the town of Jalawla. Clashes now continue in Saddam Hussein's hometown of Tikrit, which is located just 130 kms from Baghdad. </div>
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- Govt is finding it difficult to defend their Sunni-majority regions (mostly North), as the govt is Shiite-majority (Prime Minister Nouri al-Maliki). Violence has not spread to Southern regions, which produce 3/4 of oil volumes. Shia-Sunni population split in Iraq is 60-40.</div>
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- If violence spreads to Baghdad, analysts expect $125 Brent.</div>
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- PM's position in the govt seems to have weakened, as he was unable to get the parliament decide on a state of emergency.</div>
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- Kurdish forces have moved to Kirkuk to protect their oil fields and city. Part of pipeline that exports crude oil to Ceyhan from Kirkuk has fallen under the control of ISIS, he said. The pipeline to the 310,000 barrel a day Baiji refinery was also under ISIS control. When ISIS seized Mosul on June 11, it forced a halt to repairs to the main pipeline from the Kirkuk oil field to the Mediterranean port of Ceyhan in Turkey.</div>
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- Iran (Shiite) said it will support current Iraq govt against militants and had already sent troops in support. However, ppl believe that Iran forces are supporting Iraq to protect Baghdad and the holy Shiite cities of Karbala and Najaf (ISIS have threatened attacks on these three places).</div>
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- President Obama said he will support Iraq govt and he is weighing airstrikes (Iraq officials have allowed for the same).</div>
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- Back story: The U.S. invasion of Iraq in 2003 and the subsequent rise to power of the Shiite-Muslim majority alienated their Sunni counterparts, who governed the country during Saddam’s era. Maliki, who came to power in 2006, alienated Sunnis from the country’s political process. Sunnis are a majority in Anbar Province to the west and in areas to the north of Baghdad. Shiites account for the majority in the south, where 60 percent of the country’s oil wealth resides, and have close religious and political ties to Iran. Shiites were marginalized and persecuted at the hands of Sunnis during Hussein's nearly 25-year rule. (Find maps below for better understanding)</div>
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" 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" /> </div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: auto; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
Sources: WSJ and Bloomberg </div>
</div>
guru.650http://www.blogger.com/profile/05693477411390273221noreply@blogger.com0tag:blogger.com,1999:blog-4612926018789579924.post-61907748474879890352014-04-08T07:14:00.001-07:002014-04-08T07:14:19.956-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="-webkit-font-smoothing: antialiased; -webkit-tap-highlight-color: rgba(255, 255, 255, 0); -webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333340; direction: ltr; font-family: Tiempos-Regular, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 17px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.6; margin: 0px 0px 1.25em; orphans: auto; padding: 0px; text-align: left; text-indent: 0px; text-rendering: optimizelegibility; text-shadow: rgba(0, 0, 0, 0.00392157) 1px 1px 1px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
<u><b>Good humor on oil/natgas reserves estimation:</b></u> </div>
<div style="-webkit-font-smoothing: antialiased; -webkit-tap-highlight-color: rgba(255, 255, 255, 0); -webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333340; direction: ltr; font-family: Tiempos-Regular, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 17px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.6; margin: 0px 0px 1.25em; orphans: auto; padding: 0px; text-align: left; text-indent: 0px; text-rendering: optimizelegibility; text-shadow: rgba(0, 0, 0, 0.00392157) 1px 1px 1px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
Reserves are like fish . . .</div>
<div style="-webkit-font-smoothing: antialiased; -webkit-tap-highlight-color: rgba(255, 255, 255, 0); -webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333340; direction: ltr; font-family: Tiempos-Regular, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 17px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.6; margin: 0px 0px 1.25em; orphans: auto; padding: 0px; text-align: left; text-indent: 0px; text-rendering: optimizelegibility; text-shadow: rgba(0, 0, 0, 0.00392157) 1px 1px 1px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
-- Proved developed: The fish is in your boat. You have weighed him. You can smell him, and you will eat him.</div>
<div style="-webkit-font-smoothing: antialiased; -webkit-tap-highlight-color: rgba(255, 255, 255, 0); -webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333340; direction: ltr; font-family: Tiempos-Regular, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 17px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.6; margin: 0px 0px 1.25em; orphans: auto; padding: 0px; text-align: left; text-indent: 0px; text-rendering: optimizelegibility; text-shadow: rgba(0, 0, 0, 0.00392157) 1px 1px 1px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
-- Proved undeveloped: The fish is on your hook in the water by the boat, and you are ready to net him. You can tell how big it looks...and they always look bigger in the water.</div>
<div style="-webkit-font-smoothing: antialiased; -webkit-tap-highlight-color: rgba(255, 255, 255, 0); -webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333340; direction: ltr; font-family: Tiempos-Regular, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 17px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.6; margin: 0px 0px 1.25em; orphans: auto; padding: 0px; text-align: left; text-indent: 0px; text-rendering: optimizelegibility; text-shadow: rgba(0, 0, 0, 0.00392157) 1px 1px 1px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
-- Probable: Fish are in the lake. You may have caught some yesterday. You may be able to see them today, but you have not yet caught any.</div>
<div style="-webkit-font-smoothing: antialiased; -webkit-tap-highlight-color: rgba(255, 255, 255, 0); -webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333340; direction: ltr; font-family: Tiempos-Regular, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 17px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.6; margin: 0px 0px 1.25em; orphans: auto; padding: 0px; text-align: left; text-indent: 0px; text-rendering: optimizelegibility; text-shadow: rgba(0, 0, 0, 0.00392157) 1px 1px 1px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
-- Possible: The lake has water. Someone may have told you there are fish in the lake. You have your boat on the trailer, but you may go play golf instead.</div>
<div style="-webkit-font-smoothing: antialiased; -webkit-tap-highlight-color: rgba(255, 255, 255, 0); -webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333340; direction: ltr; font-family: Tiempos-Regular, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 17px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.6; margin: 0px 0px 1.25em; orphans: auto; padding: 0px; text-align: left; text-indent: 0px; text-rendering: optimizelegibility; text-shadow: rgba(0, 0, 0, 0.00392157) 1px 1px 1px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
<br /></div>
<div style="-webkit-font-smoothing: antialiased; -webkit-tap-highlight-color: rgba(255, 255, 255, 0); -webkit-text-stroke-width: 0px; background-color: white; box-sizing: border-box; color: #333340; direction: ltr; font-family: Tiempos-Regular, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 17px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.6; margin: 0px 0px 1.25em; orphans: auto; padding: 0px; text-align: left; text-indent: 0px; text-rendering: optimizelegibility; text-shadow: rgba(0, 0, 0, 0.00392157) 1px 1px 1px; text-transform: none; white-space: normal; widows: auto; word-spacing: 0px;">
Source: http://www.bloombergview.com/articles/2014-04-04/fracking-is-like-fishing </div>
</div>
guru.650http://www.blogger.com/profile/05693477411390273221noreply@blogger.com0tag:blogger.com,1999:blog-4612926018789579924.post-44717956034634571252013-04-11T10:44:00.000-07:002013-04-11T10:53:42.574-07:00<br />
<h2 class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-family: "Georgia","serif"; mso-ansi-language: EN-US; mso-bidi-font-family: Georgia;">Alpha and Beta with respect to
Institutional Portfolio Management</span></h2>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Portfolio returns can be broadly explained as a reward commensurate
with the risk exposure.<span style="mso-spacerun: yes;"> </span>The returns can
be broadly classified into alpha (α) and beta (β).<span style="mso-spacerun: yes;"> </span>Beta represents the market return or the
reward for systematic risk.<span style="mso-spacerun: yes;"> </span>In simpler
terms, beta can be explained as the general return for just being in the
market.<span style="mso-spacerun: yes;"> </span>In contrast, alpha represents
the excess return investors try to generate by taking additional risks or
altering their exposure away from the general market risk.<span style="mso-spacerun: yes;"> </span>In other words, alpha is the reward for
unsystematic risk.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Alpha-Beta
Separation<o:p></o:p></span></i></b></div>
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Investors will be able to better manage their portfolio, if they are
able to separate their returns into alpha and beta.<span style="mso-spacerun: yes;"> </span>However, they are inseparable or the costs
not justifiable.<span style="mso-spacerun: yes;"> </span>But even individual
investors can get exposure to both alpha and beta.<span style="mso-spacerun: yes;"> </span>For example, investments in mutual funds
yield beta (large portion) and alpha, generated by the fund manager.<o:p></o:p></span><br />
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Individual investors, nowadays, can gain market returns or beta by
investing in exchange traded funds (ETFs), which track indices, such as S&P
500 and NIFTY 50.<span style="mso-spacerun: yes;"> </span>These funds have high
liquidity and low tracking error, reducing transaction costs.<span style="mso-spacerun: yes;"> </span>Index/market exposure can also be gained
through trading in derivative instruments, such as futures and options.<span style="mso-spacerun: yes;"> </span>Individual investors can also gain exposure
across other/multiple asset classes through mutual funds.<span style="mso-spacerun: yes;"> </span>For example, gold ETFs and debt:equity funds
at various proportions.<span style="mso-spacerun: yes;"> </span>These strategies
provide individual investors with opportunities to ‘buy the market’ at low
costs and high liquidity.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Alpha:
Elusive, hence costly<o:p></o:p></span></i></b></div>
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Alpha-beta separation makes more sense for sophisticated institutional
investors, such as banks, insurance companies, and large fund houses.<span style="mso-spacerun: yes;"> </span>The ability to segregate total returns into
alpha and beta will help institutional portfolio managers to gain more control
into asset allocation, thereby refining investment strategies, lowering costs,
and maximize returns.<o:p></o:p></span><br />
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Most investors invest with the goal to ‘beat the street’.<span style="mso-spacerun: yes;"> </span>Institutional investors seek the guidance of
fund managers and investment advisors to help them achieve above-average
returns. <span style="mso-spacerun: yes;"> </span>The return, which is generated
over and above the general market return, is termed as alpha.<span style="mso-spacerun: yes;"> </span>It is the return that is achieved, primarily
from the skills of the portfolio manager.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 18.95pt 10pt 14.2pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">In the world of portfolio management, “<i>Alpha
is a code word for an elusive skill certain individuals are endowed with that
gives them the ability to consistently beat the market. It is used in contrast
with another Greek term, beta, which is shorthand for plain-vanilla market
returns anyone with half a brain can achieve</i>.”<span style="mso-spacerun: yes;"> </span>[The Quants – Scott Patterson]<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">However, it still remains a question whether these exceptional fund
managers will be able to generate positive alpha consistently.<span style="mso-spacerun: yes;"> </span>Efficient Market Hypothesis (EMH) suggests
that no investor will be able to make extraordinary returns over the long term,
as the current market price factors all past financial information and future
expectations.<span style="mso-spacerun: yes;"> </span>Moreover, many research
papers empirically conclude that very few, if at all any, will be able to beat
the market consistently. (<i>Carhart, M., (1997), “On Persistence in Mutual
Fund Performance"” Fund managers who do well in one year are no more
likely to do well the following year.</i>)<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Despite major evidence, investors flock a few portfolio managers who
have generated above-market return.<span style="mso-spacerun: yes;"> </span>But the
services of these alpha generators come at a cost.<span style="mso-spacerun: yes;"> </span>For example, most hedge funds charge 1%-3% of
Asset Under Management (AUM) as management fee and 10%-30% of profits above
benchmark.<span style="mso-spacerun: yes;"> </span>Understand that this is over
and above transaction fees.<o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQrG2xKNu6laEacsNEmGC3ReW1xAB8yTtU22_h2kMs6VKuXP6ANER-s-1jcfBBjHktOwmT5ESv5DtZQBAxVNOj8_MDm1ARgqu7TMhvKBIU7F__3MJR2G09PYJpLeocE3Ihc3LFgkVFj9k/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQrG2xKNu6laEacsNEmGC3ReW1xAB8yTtU22_h2kMs6VKuXP6ANER-s-1jcfBBjHktOwmT5ESv5DtZQBAxVNOj8_MDm1ARgqu7TMhvKBIU7F__3MJR2G09PYJpLeocE3Ihc3LFgkVFj9k/s1600/Untitled.png" height="293" width="400" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHdtDbpkzL0__WOs3JqKtcScTycGSOE8gsBg7Q4qYLSLigirqYR8fLPhnSrg_9wfLXUw0TgpDY1NhRuSeI5MePwgPu-YZ69XdNCMhPlY6MxQzOSSAxZ6qQ1L8RhAh0TIunOK9b7RpAb-8/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHdtDbpkzL0__WOs3JqKtcScTycGSOE8gsBg7Q4qYLSLigirqYR8fLPhnSrg_9wfLXUw0TgpDY1NhRuSeI5MePwgPu-YZ69XdNCMhPlY6MxQzOSSAxZ6qQ1L8RhAh0TIunOK9b7RpAb-8/s1600/Untitled.png" height="167" width="400" /></a></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Consider the above example, where the hypothetical annual performances
of an ETF are compared with an actively managed fund.<span style="mso-spacerun: yes;"> </span>For ease of calculation, assume zero
tax.<span style="mso-spacerun: yes;"> </span>It shows, even a 3% alpha will
almost disappear, given the costs of fund management.<span style="mso-spacerun: yes;"> </span>Transaction costs usually are higher for
active management, compared to passive investment in ETF, due to frequent
changes to portfolio.<span style="mso-spacerun: yes;"> </span>Effectively, the
actively managed fund yielded 12.35%, marginally higher than the 11.89% return
from ETFs.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Alpha
fees for Beta?<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Alpha and beta are very important concepts in the context of
institutional portfolio management, right from asset allocation to performance
evaluation and attribution.<span style="mso-spacerun: yes;"> </span>Benchmarks
play a crucial role in the calculation of alpha.<span style="mso-spacerun: yes;"> </span>For example, a portfolio manager with Nifty
50 as the benchmark will be able to outperform in bear market by investing a
portion of the fund in debt markets or government securities.<span style="mso-spacerun: yes;"> </span>And he will also likely outperform during
bull market by investing a part of the portfolio in mid-cap/small-cap
(high-beta) securities.<span style="mso-spacerun: yes;"> </span>Also, some hedge
funds may outperform during bull markets, just by using leverage.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Another downside for institutional investors in parting a part of the
fund with alpha generators is the additional costs paid for beta, not
alpha.<span style="mso-spacerun: yes;"> </span>For example, consider a hedge
fund which uses 50% of fund in his alpha strategy but the rest in the index ETF
(his benchmark).<span style="mso-spacerun: yes;"> </span>The institutional
investor will be paying management fee for the 100% of fund (including the 50%
invested in ETF) allocated to that hedge fund.<span style="mso-spacerun: yes;">
</span>Effectively, the investor will be paying alpha-level fee for beta-level
returns.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">However, true alpha generators also exist.<span style="mso-spacerun: yes;"> </span>For example, consider a long-short market
neutral fund.<span style="mso-spacerun: yes;"> </span>These funds typically have
a benchmark of zero, as they strive to catch returns from idiosyncratic risk
exposure.<span style="mso-spacerun: yes;"> </span>Some part of the portfolio can
also be allocated to private equity funds, which have close-to-zero correlation
with the general market.<span style="mso-spacerun: yes;"> </span>And, the
benefits of diversification can be achieved through allocation to other
alternative asset categories, such as commodities and real estate (REITs).<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Alpha-Beta
Separation in asset allocation: A case<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">After having familiarized with the basics of alpha and beta, let us
consider them in the context of an institutional investor through a
hypothetical case.<span style="mso-spacerun: yes;"> </span>An investment manager
of a pension fund has Rs. 1,00,000 in asset under management.<span style="mso-spacerun: yes;"> </span>Let us assume, there are no or limited
constraints on his investment decisions.<span style="mso-spacerun: yes;">
</span><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Traditionally, he would chose to allocate his money to three asset
classes, namely equities, fixed income securities, and alternative asset
classes, primarily hedge funds.<span style="mso-spacerun: yes;"> </span>The
proportion of investments in these asset classes will be decided by the fund
manager, based on his risk and return objectives.<span style="mso-spacerun: yes;"> </span>While alternative asset classes will be
treated as pure-alpha strategies, the allocation to equity and debt instruments
will be split into beta and alpha generating investments.<span style="mso-spacerun: yes;"> </span>The flaws with this traditional asset
allocation strategy are (1) Not all investments in alternative assets will be
alpha-generating; (2) The investment manager will not be able to achieve his
target asset allocation, as some hedge funds will be long only funds, increasing
the pension fund’s allocation to equities; and (3) Increased costs, as the
investment manager will be paying for both alpha and beta generation.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Instead, the investment manager can achieve his desired portfolio
allocation and investment objectives through alpha-beta separation.<span style="mso-spacerun: yes;"> </span>Under this strategy, the investment manager
must allocate a large chunk of his fund under passive investment vehicles, such
as low-cost mutual funds, synthetic hedge funds, and ETFs.<span style="mso-spacerun: yes;"> </span>The rest of the fund can be invested in pure-alpha
generating equities, debt instruments, and alternative investments.<span style="mso-spacerun: yes;"> </span>By following this strategy, the investment
manager will be able to over the challenges under traditional approach.</span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt; text-align: center;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;"><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%; mso-ansi-language: EN-IN; mso-bidi-font-family: Calibri; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><u>Traditional Approach vs. Alpha-Beta Separation Strategies</u></span></span></div>
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1rEMrnUGuifpFMEWcMPYXZ9IFhhqJuBj6GQur30q1naDgkkVUJzKzROlJLIGbc0T8NPxu6R6qgItFnfl8DeYa44Ic0QUU5U71CeYG7fS7H53NX2i2XlBmCcF_WxbD27tQAQfkwI7m0Eo/s1600/Untitled.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1rEMrnUGuifpFMEWcMPYXZ9IFhhqJuBj6GQur30q1naDgkkVUJzKzROlJLIGbc0T8NPxu6R6qgItFnfl8DeYa44Ic0QUU5U71CeYG7fS7H53NX2i2XlBmCcF_WxbD27tQAQfkwI7m0Eo/s1600/Untitled.png" height="235" width="400" /></a></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Alpha-beta separation provides the investment manager will multiple
advantages, including effective cost control (e.g., management fees) and better
alpha capture.<span style="mso-spacerun: yes;"> </span>Flexibility in managing
portfolio is another significant benefit from this strategy.<span style="mso-spacerun: yes;"> </span>As alpha and beta assets are handled
separately, any changes in asset allocation can be executed with minimum
costs.<span style="mso-spacerun: yes;"> </span>Portfolio requires rebalancing to
stay within target asset allocation due to changes in market value; Portfolio
rebalancing is usually done periodically or whenever the allocation strays a
certain, say +/- 2 pps percentage points beyond target.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;"></span> </div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">However, the strategy comes with certain limitations or
disclaimers.<span style="mso-spacerun: yes;"> </span>During portfolio execution
the investment manager must be aware of the liquidity level of assets, such as
private equity funds and small-cap equities.<span style="mso-spacerun: yes;">
</span>Alpha separation from mutual funds may involve substantial hedging
margins, as certain index funds had to shorted to remove the beta from the
mutual fund and gain pure-alpha exposure.<span style="mso-spacerun: yes;">
</span>Hence, the cost and effort may not be justified for small individual
investors and may be appropriate only for institutional investors and premium
high net worth (HNI) clients.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Extended Concepts<o:p></o:p></span></b></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Liability-linked
Portfolio Management<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Institutional investors, such as pension funds, have to make periodic
pension payment and hence, will have to consider their liabilities during
portfolio allocation.<span style="mso-spacerun: yes;"> </span>For example,
consider a pension fund under defined benefit plan.<span style="mso-spacerun: yes;"> </span>It can choose to immunize its pension fund by
investing in fixed income securities, with future interest receipts matching or
exceeding future pension payments.<span style="mso-spacerun: yes;">
</span>However, for most institutional investors all or most of future
liabilities are uncertain. e.g., insurance companies.<span style="mso-spacerun: yes;"> </span>In those cases, investment managers must take
into consideration the correlation of liabilities to asset classes before
investment decisions.<span style="mso-spacerun: yes;"> </span>The pension funds,
whose payments are linked to interest rates or inflation, must have exposure to
fixed income securities/treasury inflation protected securities (TIPS).<span style="mso-spacerun: yes;"> </span>Also, if the pension fund is for employees in
equities industry, then the fund manger must reduce his exposure to general
markets.<span style="mso-spacerun: yes;"> </span>This is because the pension
payments are linked to employees’ salaries and salary growth, which is linked
to equity market performances.<span style="mso-spacerun: yes;"> </span>Remember,
the fund manager is not working for the pension fund, but for the employees of
the company, the ultimate beneficiaries of the fund.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Careful
consideration of Beta<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Asset beta of companies also must be considered by the fund manager
during the investment decision process.<span style="mso-spacerun: yes;">
</span>If the fund manager is handling the treasury operations (managing excess
uninvested profits) of a technology major, such as Apple, he can generate more
diversification benefits (more returns for same or less risk) by taking into
consideration the beta of his investments and assets of the technology
company.<span style="mso-spacerun: yes;"> </span>For example, he may choose to
reduce his exposure to NASDAQ Composite ETF, which is more technology-weighted.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Concluding
Remarks<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Alpha and beta contribute a great deal to institutional portfolio
management, right from asset selection to asset allocation to performance
evaluation and attribution.<span style="mso-spacerun: yes;"> </span>They help
separate the skilled fund managers from their doppelgangers.<span style="mso-spacerun: yes;"> </span>Investment managers, who are able to
segregate alpha from beta, will be more effective in reducing costs, managing
risks, and increasing returns.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
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<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;"><o:p> </o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Major
Sources<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<br /></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="margin: 0cm 0cm 10pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">Professor
Robert F. Whitelaw, Ph.D., Salvatore J. Bruno & Anthony B. Davidow. “Alpha/Beta
Separation: Getting what you pay for.” <o:p></o:p></span></li>
<li class="MsoNormal" style="margin: 0cm 0cm 10pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt;"><span style="font-family: "Georgia","serif"; mso-bidi-font-family: Georgia;">David
Blanchett, CFA, CFP, Paul Kaplan, Ph.D., CFA. “Alpha, Beta, and Now…
Gamma.” September 2012.<o:p></o:p></span></li>
</ol>
</div>
guru.650http://www.blogger.com/profile/05693477411390273221noreply@blogger.com0tag:blogger.com,1999:blog-4612926018789579924.post-37661019916450733482013-04-11T10:26:00.000-07:002013-04-11T10:54:23.880-07:00<h2>
Implications of FIFA 2022 on the investment climate in Qatar and GCC</h2>
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<strong>Summary
</strong><br />
On December 2010, Qatar became the first Arab nation to host a FIFA World Cup. Hosting an international sports event has its own pros and cons. It requires huge capital investments, which will likely be rewarded by improving the investment climate in the region. Qatar will invest roughly $100 billion over the next decade in the preparations for FIFA 2022 World Cup. The event will spur economic activity, improve tourism, and attract foreign investments not only to Qatar but to the entire GCC region.
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<strong>Qatar wins the bid to host 2022 FIFA World Cup
</strong><br />
The bidding process for hosting Fédération Internationale de Football Association (FIFA) 2022 World Cup began in January 2009. A total of eleven countries (nine bids, as two were joint bids) participated in the process. Qatar, the only Middle East nation to participate in the bidding process, won the approval of the executive committee in December 2010. Extreme temperature in Qatar during summer (40oc) was the one of the main concerns for FIFA’s executive committee, as the event is usually conducted during June-July. Sheikh Mohammed bin Hamad bin Khalifa al-Thani, the 2022 Qatar bid chairman, removed the concern by promising to have the stadiums technologically capable (and uses solar energy) to reduce the temperatures by up to 20oC. Thus, Qatar became the first Arab nation to host the FIFA World Cup.
<br />
<br />
<strong>Why do countries bid for International events?
</strong><br />
Countries compete on a global level to host major international sporting events, such as Olympics, Asian Games, and Commonwealth Games, as it brings a lot of benefits to the hosting nation, both near-term and long-term. Firstly, large-scale infrastructure investments for the preparation lead to a spur in economic activity, not only in the host nation but also in the surrounding region, who usually are major trading partners with one another. These investments also happen rapidly, as timely execution of infrastructure projects is essential for the conduct of the event. Secondly, the event attracts audience from all over the world, promoting tourism in the region. Finally, hosting such an event provides an opportunity for the nation to market itself to the international investing community, thus bringing in cash flows through Foreign Direct Investments (FDI) and Foreign Institutional Investments (FII).
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<strong>London Olympics 2012 – A case in hand:
</strong>
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(The above headline from BBC puts the economic benefits from hosting London Olympics to the UK economy succinctly clear)
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<strong>World Cup Preparations:
</strong><br />
Hosting an international sports event is a costly affair. Estimates of the likely spend range from $65 billion to more than $100 billion. Qatar will build 84,000 hotel rooms, more than double the current capacity, and invest about $24 billion in rail and metro network. The 2022 World Cup final will be held in Lusail, a newly build city for 200,000 people on the outskirts of Doha. Lusail will be linked to the rest of the country by newly constructed roads and rails. Outside of the World Cup plan, Qatar is also building a new airport (New Doha International Airport), which can handle about 50 million passengers a year, and is also laying a 40-km bridge connecting it with the neighbouring nation, Bahrain.
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<strong>So, what does Qatar and GCC gain out of it?
</strong><br />
Recently, Qatar has been growing roughly at the rate of 14 percent per year. The huge investments for the monetization of its natural gas assets aided in the strong growth in recent years. As the LNG investments decline, the preparation for FIFA 2022 will act as a catalyst for the economy during the next decade.
Although construction and hospitality will be the major beneficiary sectors, the FIFA 2022 preparation will provide a boost to other services sectors, such as banking, as well. The huge capital requirements will make many companies go public and raise money from capital markets, which will improve the depth of the country’s financial markets. Also, the resultant improvement in infrastructure will remove bottlenecks for other sectors, setting stage for long-term growth.
Qatar economy depends heavily on hydrocarbons for its growth. Oil and gas industry accounts for more than 50 percent of its GDP, 85 percent of export earnings, and 70 percent of government revenues. FIFA 2022 preparation will lower hydrocarbon dependency and aid in the diversification of the economy. As the economy diversifies, investments from private sector will grow.
FIFA 2022 will act as a growth catalyst for the GCC peers, but to a relatively lesser extent. Tourism will flourish in the entire Middle East region during the event. Tourists, who visit Qatar for the event, will also likely visit tourist destinations in Dubai. Organizations in GCC will compete for business opportunities in the investments by Qatar. Trade between GCC nations will improve.
Finally, an event of such magnitude will gain the attraction of investors around the globe. The sporting event will be an opportunity for Qatar and the region to highlight its potential and infrastructure strength. Hosting an international event will prove that the government is open to foreign investments. Cash inflows, in the form of FDI and FII will flow into the region, boosting its economy.
However, Qatar has to be mindful of certain caution areas. International sporting events, which require huge capital investments, may put near-term pressure on government finances, constraining spending in other areas. Also, some of the investments will be rendered less useful after the event. E.g., Occupancy rates will drop post the event. Nevertheless, a bulk of the spending will contribute to the future growth of the economy.
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<em>Major Sources:
</em><br />
1. Central Intelligence Agency. “The World Factbook: Qatar.” Last Updated on 7 January, 2013
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2. FIFA. “2022 World Cup: Bid Evaluation Report-Qatar.” 30 September, 2010
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3. Bloomberg. “Qatar Places $65 Billion Bet on Remaking Economy in World Cup Preparation.” 16 December 2010
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4. Qatar Online. “The 2022 World Cup Countdown Begins.”
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5. Morison Menon. “FIFA World Cup 2022 and its impact on Qatar economy.” March 2011
guru.650http://www.blogger.com/profile/05693477411390273221noreply@blogger.com0tag:blogger.com,1999:blog-4612926018789579924.post-53677589416980542011-06-15T03:43:00.000-07:002013-04-11T10:54:47.073-07:00OPEC Divided on Production Quotas; Should We Care?<div dir="ltr" style="text-align: left;" trbidi="on">
The group of well-off nations (by <a href="http://en.wikipedia.org/wiki/List_of_countries_by_GDP_(PPP)_per_capita">GDP per capita</a>) led by Saudi Arabia, including Kuwait, Qatar, and the UAE, wants to increase OPEC production levels to moderate oil prices at ~$80 per barrel. The top oil producer fears that the sustained high oil prices may make the recovery steeper, if not stifle it.<br />
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Whereas, the group of relatively less well-off nations led by Iran, including Venezuela, Ecuador, Algeria, Angola, and Libya, prefers to maintain the currents production level. It believes that the market is in balance and the current high prices are merely a reflection of speculation.<br />
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Should we be worried about this bi-partisan view? Not really...<br />
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Source: Production quotas from <a href="http://www.opec.org/opec_web/en/data_graphs/335.htm">OPEC</a>; Actual production from <a href="http://www.bp.com/sectionbodycopy.do?categoryId=7500&contentId=7068481">BP Statistical Review 2011</a>.</div>
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OPEC nations have never really kept their promise. The countries have always decided their volumes individually. The dialogue between Saudi Arabia and Iran is purely triggered by political motives. (dot)</div>
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guru.650http://www.blogger.com/profile/05693477411390273221noreply@blogger.com1