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In the short portfolios case only the technology, telecommunications and media sector<br />

register positive returns of only 11.73%.<br />

The returns of the selected portfolios are directly influenced by the allocation of<br />

stocks in the portfolio and the number of issuers taken into account. So, for the basic<br />

material sector were taken into account 18 issuers, 24 in the industrial sectors, 19 in<br />

the technology, telecommunications, media sector, 29 and in the energy sector and 47<br />

in the consumer and health sector.<br />

In the long portfolio structure were taken into account only those companies for which<br />

the estimates of the potential returns, based on the financial descriptors for the period<br />

2006-2008, were positive. In the situation when the estimated returns are negative,<br />

those companies have entered the short portfolio composition. (See Annexes 6-15).<br />

An important issue for an investor is also the ex-post evaluation of the returns and<br />

their subsequent risks for the set of the optimal portfolios. A comparative analysis of<br />

the Sharpe and Sortino ratios highlights the fact that for all sectors the Sharpe ratio is<br />

lower than the Sortino ratio.<br />

Table 3. Portfolios types and performances<br />

Sector Portfolio Type Return 2009 Sharpe Sortino No. Instruments<br />

Basic Materials<br />

long<br />

short<br />

49.20%<br />

-4.52%<br />

-0.645<br />

0.1518<br />

0.3792<br />

2.5638<br />

16<br />

2<br />

Consumer, Health<br />

long<br />

short<br />

24.25%<br />

-17.14%<br />

0.4007<br />

-0.148<br />

0.5311<br />

1.6868<br />

18<br />

29<br />

Energy<br />

long<br />

short<br />

3.25%<br />

-9.95%<br />

-0.4998<br />

-0.7758<br />

-0.2704<br />

-0.2969<br />

23<br />

6<br />

Industrial<br />

long<br />

short<br />

34.05%<br />

-5.45%<br />

-0.603<br />

-1.6289<br />

0.6424<br />

1.9725<br />

2<br />

22<br />

Tec, Tel, Media<br />

long 4.37% -0.3442 0.4591 3<br />

short -11.74% -0.9381 0.7431 16<br />

(Source: Developed by author)<br />

Using the Sharpe ratios to compare and select among investment alternatives can be<br />

difficult because the measure of risk, portfolio standard deviation, penalizes portfolios<br />

for positive upside returns as much as the undesirable downside returns.<br />

CONCLUSIONS<br />

The selection of an optimal portfolio must have an investment strategy based on<br />

investment objective, risk aversion of the investor, the type and characteristics of<br />

investment instruments.<br />

The diversity of the investment objectives, the behavioral changes of an investor, and<br />

the enrichment of the overall investments spectrum for the holders of capital led to the<br />

development of techniques and selection models and portfolio investments<br />

management models.<br />

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