Portfolio Management - Meaning and Important Concepts
Portfolio Management - Meaning and Important Concepts
Portfolio Management - Meaning and Important Concepts
What is a Portfolio ?
A portfolio refers to a collection of investment tools such as stocks, shares, mutual funds,
bonds, cash and so on depending on the investor’s income, budget and convenient time frame.
The art of selecting the right investment policy for the individuals in terms of minimum
risk and maximum return is called as portfolio management.
Portfolio management refers to managing money of an individual under the expert guidance of
portfolio managers.
Portfolio management presents the best investment plan to the individuals as per their income,
budget, age and ability to undertake risks.
Portfolio management minimizes the risks involved in investing and also increases the chance
of making profits.
Portfolio managers understand the client’s financial needs and suggest the best and unique
investment policy for them with minimum risks involved.
An individual who understands the client’s financial needs and designs a suitable investment
plan as per his income and risk taking abilities is called a portfolio manager. A portfolio
manager is one who invests on behalf of the client.
A portfolio manager counsels the clients and advises him the best possible investment plan
which would guarantee maximum returns to the individual.
A portfolio manager must understand the client’s financial goals and objectives and offer a
tailor made investment solution to him. No two clients can have the same financial needs.
List of Top 4 Portfolio Theories | Theories | Portfolio Management
Portfolio theories guide the investors to select securities that will maximize returns and
minimize risk. These theories can be classified into different categories as depicted in figure
6.1.
I. Traditional Approach:
1. Dow Theory:
Charles Dow, the editor of Wall Street Journal, USA, presented this theory through a series of
editorials. Dow formulated a hypothesis that the stock market does not move on a random basis
but is influenced by three distinct cyclical trends that guide its direction. These are the primary
movements, secondary reactions and minor movements.
a. Primary Movements:
These are the long term movements (from one to three years or more) of the prices of the
securities on the stock exchange. Such movements can sway the entire market up or down.
b. Secondary Reactions:
These act as a restraining force on the primary movement. These are in opposite direction of
primary movement and last only for a short while. These are also known as corrections.
c. Minor Movements:
These are the day to day fluctuations in the market. The minor movements are not significant
and have no analytical value as they are of very short duration.
These three movements have been compared with the tides, the waves and the ripples in the
ocean as depicted in figure 6.2a and 6.2b.
This model was developed by Harry Markowitz in 1952. It analyzes various portfolios of a
given number of securities and helps in selection of the best or the most efficient portfolio.
Markowitz used mathematical programming and statistical analysis in order to arrange for the
optimum allocation of assets within portfolio. Markowitz generated portfolios within a reward-
risk context.
In other words, he considered the variance in the expected returns from investments and their
relationship to each other in constructing portfolios. It is a theoretical framework for the
analysis of risk return choices. Decisions are based on the concept of ‘Efficient Portfolios’.
Efficient Portfolios are those portfolios that yield the highest return for the level of risk accepted
or alternatively, the smallest portfolio risk for a specified level of expected return. To build an
efficient portfolio an expected return level is chosen, and assets are substituted until the
portfolio combination with the smallest variance at the return level is found. As this process is
repeated for other expected returns, a set of efficient portfolios is generated.
ii. Investors base their decisions solely on expected returns and variance (standard deviation) of
returns only.
iii. For a given risk level, investors prefer high returns to lower returns. Similarly, for a given
level of expected return, investors prefer less risk to more risk.
Similarly, in case of portfolio number 7 and 8, the returns are same with different standard
deviations. Given a choice, the investor would go for portfolio number 7.
ii. The investor would go for the portfolio with higher returns among two portfolios with same
risk.
ii. The Efficient Market hypothesis is increasingly being challenged because of existence of
information asymmetry, insider trading, etc.
iii. The concept of rational investors is being challenged by behavioral economists, according to
whom; investors do not always behave rationally.
iv. There is no concept of risk-free asset in the real world since all assets carry some amount of
inherent risk
v. It is frequently observed that the returns in equity and other markets are not normally
distributed as assumed by the Theory.
vi. A large amount of input data is required for calculation. If there are N securities in the
portfolio, then the investor need to obtain N variance estimates and N(N-1)/2 covariance
estimates, resulting in a total of 2N + [N(N-1)/2] estimates. For example, analyzing a set of 100
securities would require 100 return estimates, 100 variance estimates and 4950 covariance
estimates, resulting in a total of 5150 estimates
Portfolio return and Portfolio risk can be calculated as per the following formula:
Where,
Where,