Ijraset Journal For Research in Applied Science and Engineering Technology
Authors: Ram Prakash Pandey
DOI Link: https://doi.org/10.22214/ijraset.2023.55292
Certificate: View Certificate
The Stock market index in India play a lcrucial roe in the country’s economic growth and development. The Investors, policymakers, and market participants closely monitor the performance of stock market indices. In general, people tend to be unaware of Indian indices, their weights, and their composition patterns. This research paper aims to analyze the performance of stock market indices and focuses on important indexes from the Bombay Stock Exchange and the National Stock Exchange while taking into account their development, calculation method, and historical value. This Study is mainly based on three Objectives and data selected and synthesizes for the year 2001 to 2022, due to base year limitations of various indices. By utilizing quantitative analysis methods and examining relevant economic indicators, this paper seeks to provide valuable insights into the Indian stock market Indices and its role as a barometer of economic health. This article makes it simple for people to understand the number of companies that make up the important indices, their weight in the indexes, their performance on a sectoral basis, and other methodologies. Finally, this paper attempts to provide a brief overview of various index which is traded in Indian Stock market.
I. INTRODUCTION
A. Stock Market Index
Stock market indices act as market barometers. They reflect the behaviors of the stock market (Pandian, 2013). According to the metrics on the website of the Bombay stock exchange, around 5311 companies have listed their shares in the exchange as of January 13, 2023.
The total market capitalization of all the companies is Rs. 2,82,13,564 crores (How Many Companies are listed in the Indian Stock Market ?, n.d.).
As a result, looking at the price of each stock to determine whether the market is rising or falling is impossible. The indices represent the market and provide a comprehensive outline of the market trend (Pandian, 2013). So, A stock market index is created by selecting a group of stocks that are representative of the whole market or a specified sector or segment of the market. An Index is calculated with reference to a base period and a base index value (About Indices, n.d.).
Stock market indexes are useful for a variety of reasons. Some of them are:
B. Methodology for Calculating Stock Market Index:
Any of the following methods can be used for calculating the index.
Source: Author compilation
a. Full market capitalization method: Scrips weightage in the index under this method is calculated by multiplying the number of shares outstanding with the market price of the companies share, The shares with the highest market capitalization would have a higher weightage and would be most influential in this type of index. Examples: S&P 500 Index in USA and S&P CNX Nifty in India (Joshi, 2015)(Pathak, 2018).
b. Free float market capitalization: It includes only those shares that are readily available in the market for purchase by investors. It does not include full market capitalization. S & P Indices around the world are free- float. All Dow Jones indices except Dow Jones Industrial Average are Free- float (Pathak, 2018).
Free float factor: The BSE has adopted the international practice of assigning a free-float factor to each company. Free-float factors are assigned according to a banding structure consisting of ten bands into which each company falls, based on its percentage of shares in free-float. The banding structure means that the actual free float of a company is not taken as it is but rounded off to the higher multiple of 5 or 10 depending upon the banding structure adopted. For example, the free-float factor is then multiplied with the full market capitalization of the company to arrive at the free-float capitalization. Based on the percentage of a company’s free-float capitalization to the total free-float capitalization of the Sensex, weights are assigned to each company. The BSE has taken a lead on free-floating the indices. It made a beginning by launching on July 11, 2001, the country’s first free-float index, ‘BSE-TECK Index,’ an index for technology, entertainment, communication, and other knowledge-based sectors. The BSE has introduced this methodology in the case of the BSE Sensex since September 1, 2003. Now the BSE Sensex is a free float Sensex (Pathak, 2018).
c. Modified capitalization weighted: This method seeks to limit the influence of the largest stocks in the index which otherwise would dominate the entire index. This method sets a limit on the percentage weight of the largest stock or a group of stocks. The NASDAQ-100 Index is calculated by using this method (Pathak, 2018).
2. Price weighted index
In this method, the price of each stock in the index is summed up which is then equated to an index starting value. An arbitrary date is set as the base and the Laspeyre’s Price Index, which measures price changes against a fixed base period quantity weight is used. In the case of a stock split, the market price of the stock falls and this results in less weightage in the index. The Dow Jones Industrial Average and Nikkie 225 are price-weighted indices (Pathak, 2018).
3. Equal Weighted Index
In this method, each stock’s percentage weight in the index is equal and hence, all stocks have an equal influence on the index movement. The value line index at Kansas City Board of Trade (KCBT) is an equal weighted index (Pathak, 2018).
C. Differences Between the Indices
To some extent, the indexes differ from one another. Sometimes the Sensex rises by 100 points while the NSE Nifty rises by only 40 points. The following are the essential elements that separate one index from another:
Source: Author compilation
The base year of Sensex is 1978-79, and the RBI Index of Ordinary Shares is the second oldest, having 1980-81 as the base year. Table 1 gives a summary of the major stock market indices (Pandian, 2013)
Table 1: Major stock market indices
Indian Indices |
Weighting basis |
No of stocks |
Base Year |
Economic Times Index of Ordinary Share Prices |
Unweighted |
72 |
1984-85 |
BSE Sensex |
Market Value |
30 |
1978-79 |
BSE National Index |
Market Value |
100 |
1983-84 |
BSE-200 |
Market Value |
200 |
1989-90 |
Dollex |
Market Value |
200 |
1989-90 |
S & P Nifty (NSE-50) |
Market Value |
50 |
Nov 1995 |
S & P Nifty Junior (NSE midcap) |
Market Value |
50 |
- |
S & P CNX-500 |
Market Value |
500 |
1994 |
CNX Midcap-200 |
Market Value |
200 |
1994 |
CMIE |
Market Value |
72 |
June1994 |
International Indices |
|||
Dow Jones Industrial Average |
Price weighted |
30 |
1928 |
Nikkei Dow Jones Average |
Price Weighted |
225 |
1949 |
S & P Composite |
Market Value |
500 |
1941-42 |
Source: (Pandian, 2013)
D. Some Important Global Stock Market Indices
II. LITERATURE REVIEW
The study embraces the existing literature about the stock market Index. The study integrated in two sections- first section related with the overview and section second deals with calculation methodology and development of Stock Market Indices in India. So, the literature combines both the sections in one part and studied in chronological order from oldest to latest.
Harvey and Whaley (1992) in their study, investigated the dynamic behavior of market volatility. The study observed that after transaction costs, a trading strategy based upon out of sample volatility changes did not generate economic profits. The study supported the notion that S & P 100 index option market is allocationally efficient.
Poshakwale (2002) in his study, he investigated the random walk hypothesis in the rising Indian stock market by calculating daily returns from an evenly weighted portfolio of 100 equities and a sample of the 38 most regularly traded stocks on the BSE. The daily returns from the Indian stock market, according to this study, did not follow a random walk.
Ho and Tsui (2004) in their study probed the applicability of volatility behavior of aggregate indices to the Sectoral Indices. The study found the leverage effects of equity returns.
Agrawal (2006) in his study tested the impact of the sample size on the distributional characteristic of the stock returns of Nifty and Sensex. The results of this study indicated that the large sample size of daily stock returns did not follow the normal distribution while small sample size of monthly stock returns followed the normal distribution.
Gupta and Kundu (2006) considered the returns and volatility in the Sensex while analyzing the effect of the Union Budgets on the stock market. They discovered that, in comparison to medium-term and long-term average returns, the short-term post-budget period is when budgets had the most influence.
Joshi and Pandya (2008) examined the nature of volatility on the BSE and NSE of the Indian stock market. A model with a large lag factor value indicates that volatility in both markets are very stable and predictable.
Prabahar, et.al (2008) in their study studied the return and risk element of investing in the shares of Indian Information Technology Industry. It was found that the daily average mean returns of the six companies were lower than the daily mean returns of the indices. Besides, the volatilities of the stock returns over the study period were much higher than that of indices. According to this study, the unsystematic risk of IT stocks were higher than the systematic risk. Sah (2010) in his study, he tried to examine the seasonality of stock market in India. He considered the S&P CNX Nifty as the representative of stock market in India and tested whether seasonality is present in Nifty and Nifty Junior returns using daily and monthly data sets. The study found that daily and monthly seasonality are present in Nifty and Nifty Junior returns. The analysis of stock market seasonality using daily data, he found Friday Effect in Nifty returns while Nifty Junior returns were statistically significant on Friday, Monday and Wednesday. In case of monthly analysis of returns, the study found that Nifty returns were statistically significant in July, September, December and January. In case of Nifty Junior, June and December months were statistically significant. The results established that the Indian stock market is not efficient and investors can improve their returns by timing their investment.
Selvam, et.al (2010) in their study studied the market efficiency of the sample companies listed on the BSE PSU Index. The study found that the PSU Index performed well during the study period and the investors of PSU companies earned maximum return through stock market operations.
Sen (2010) analyzed daily time series data of S & P CNX NIFTY. The study attempted to fit the data into GARCH (1,1) model to find conditional variances. According to this study, there were some macroeconomic variables which could influence the market volatility and the scrip level analysis was useful to capture the influence of company specific factors on scrip level volatility. Siddiqui and Gupta (2010), said that there was an impact of various macro-economic factors, both at the Indian and global front, in relation to Indian Stock Markets. The study found that the indices of S & P CNX Nifty and CNX Nifty Junior showed signs of random walk and Indian Stock market did not exhibit weak form of market efficiency.
Srinivasan and Ibrahim (2010) used daily data to study modelling and forecasting the volatility (conditional variance) of the returns of the SENSEX Index of the Indian stock market. The study examines that despite the presence of the leverage effect, the symmetric GARCH model outperforms the asymmetric GARCH models in terms of predicting conditional variance of the SENSEX Index return.
Kumar and Lagesh (2011) investigated price volatility and hedging of four notional commodity futures indices. GARCH (1,1) Model was employed to measure the spot return volatility of respective indices. The analysis of volatility was based on GARCH models by employing hedged return and variance reduction approaches.
Kumar and Mittal (2011) focused on the issue of empirical analysis of co-integration relation with major global indices of the US, UK, Germany, Hong Kong and Japan. This study attempted to understand the connectivity of these markets during the period of sub-prime crisis and post sub-prime revival of these economies. The authors observed that there existed a co-integration relationship among the global indices with long-term stability. It is pointed out that the international investors in the sample countries may use the findings of this study to take decision on their portfolio based on the relationship of global indices.
Madaleno & Pinho (2011) accounts for the time?varying pattern of price shock transmission, exploring stock market linkages using continuous time wavelet methodology. In order to sustain and improve previous results regarding correlation analysis between stock market indices, namely FTSE100, DJIA30, Nikkei225 and Bovespa, he extends here such analysis using the Coherence Morlet Wavelet, considering financial crisis episodes. Results indicate that the relation among indices was strong but not homogeneous across scales, that local phenomena are more felt than others in these markets and that there seems to be no quick transmission through markets around the world, but yes, a significant time delay.
Ali and Afzal (2012) devastating global financial crisis started from United States, spread all over the world and adversely affected real and financial sectors of developed as well as developing countries. This crisis is called the first largest crisis after the recession of 1930s. The prime aim of this study is to envisage the impact of recent global financial crisis on stock markets of Pakistan and India. For this purpose, daily data from 1st January 2003 to 31st August 2010 of KSE-100 and BSE-100 indices, representing stock markets’ indices of Pakistan and India respectively, are used.
Ramkumar, et.al (2012) In their article, they tested the 13 BSE sectoral indices and examined market efficiency. According to the study, the returns of eight indices out of twelve, especially the BSE Automobile Index, BSE Bankex, BSE Capital Goods Index, BSE Consumer Durables Index, BSE Health Care Index, BSE Metal Index, BSE PSU Index, and BSE Realty Index, followed normal distribution and gained higher returns.
Das and Pattanayak (2013) to study the effect of corporate fundamental factors on Indian stock market including NSE and BSE. Secondary data collected from the website of NSE and BSE Correlation & Regression. Corporate fundamental factors have a great impact on the share prices of companies registered at NSE and BSE.
Tandon and Malhotra (2013) in his study is undertaken with an attempt to determine the factors that influence stock prices in the context of National Stock Exchange (NSE) 100 companies. A sample of 95 companies is selected for the period 2007-12 and using linear regression model the results indicate that firms’ book value, earning per share and price-earnings ratio are having a significant positive association with firm’s stock price while dividend yield is having a significant inverse association with the market price of the firm’s stock.
Luthra and Mahajan (2014) studied the impact of macroeconomic factors on BSE Bankex. Macroeconomic variables involve GDP growth rate, inflation, gold prices and exchange rate. Bombay Stock Exchange Limited launched the “BSE BANKEX Index". This index includes major public and private sector banks listed on BSE. The BSE BANKEX Index is displayed online on the BOLT trading terminals nationwide. The results conclude that inflation, exchange rate and GDP growth rate affect the BANKEX positively.
However, Gold Prices affect BSE Bankex negatively but none of these variables have a significant impact on the stock prices of banks.
Kumar & Kumar (2015), studied about market efficiency in India: An empirical study of Random walk hypothesis of Indian stock market NSE midcap. The existence of random walk for NSE Midcap Index has been examined through auto correlation, Q-statistics and the run test and found that the Indian stock market was not efficient in the weak form during the testing period. Study was found the stock prices in India was not reflected all the information in the past stock prices and abnormal returns can be achieved by investors through exploiting the market inefficiency.
Thenmozhi and Chandra (2015) in their study examines the asymmetric relationship between stock market returns and changes in the India Volatility Index (VIX). The results show that there is a negative correlation between NIFTY returns and changes in the levels of the India VIX, and that returns on two indices move independently of one another during strong upward market movements.
Tanty and Patjoshi (2016), The main focus of this research paper was to examine the nature of the volatility in the Indian stock markets. In this study ARCH and GARCH models have been applied to study the behaviour of stock market volatility. The results of the present study showed that both the stock markets i.e., BSE Sensex and NSE-S&P CNX Nifty exhibit volatility clustering. The descriptive statistics result of both the markets return series suggested that the return series of BSE was positively skewed while that of NSE was negatively skewed.
Kushwah and Munshi (2018), studied about the effect of seasonality over stock exchanges in India. The method of data analysis used in this research work is the descriptive statistics and paired sample t-test. S&P CNX Nifty 50 has been taken as a sample. It was also found that Diwali and Change in calendar year events have an inverse relationship with Nifty returns as they have negative correlation between them. While Budget announcement and changed in financial year events have direct relationship with Nifty returns as there exists a positive correlation between them.
Kumar and Biswal (2019) in their study affirmed the presence of volatility clustering and the effect of leverage because of which the future stock market was impacted by the uplifting news than the terrible news.
Choudhary and Jain (2020), they studied research on volatility pattern of BSE Bankex Index & BSE Sensex index using Exponential weighted moving Average Model”. The main aim of the study was to model the volatility patterns of Bombay Stock Exchange (BSE) Sensex and BSE BANKEX Index using EWMA model. S&P BSE BANKEX index moment of last 10 years also represented the great attractions of investors and the high volume of turnovers. To conclude, that volatility of the last 10 years also represented the great attractions of investors and the high volume of turnover.
Dai et.al (2020) in their study examined the implied volatility of the stock market forecasts more accurately than the volatility of the price of oil and other macroeconomic and financial indicators.
III. RESEARCH GAP
After analyzing and reviewing the literature it is clear that the earlier studies concentrated on estimating individual companies and indices in global stock exchanges as well as on the Indian basis many studies focused on stock market efficiency, volatility, macro-economic factors, institutional specific performance and company specific performance. So, none of the researchers studied different indices on the basis of their calculation methodology, their constituents, historical values, weights and performance in Indian context. Besides, there was no comprehensive study carried out in Indian Stock Markets with respect to Bombay Stock Exchange and National Stock Exchange Indices. In order to fill this gap, the present study was undertaken to analyze these key Indices in Indian Context.
IV. OBJECTIVES OF THE STUDY
V. RESEARCH METHODOLOGY
This work is descriptive in nature and is based on secondary data. Time period has been taken for the study is covered from 2001 to 2022. We have derived their facts and statistics from a variety of data sources, including journals, publications, websites, annual reports, and so on. The majority of the data was obtained from NSE and BSE websites.
On the basis of the data acquired, the researcher examined Indices overall performance. The collected data has been analyzed and interpreted by means of graphical and tabular representation by the use of average, percentage and trend forecasting methods.
VI. RESULTS AND DISCUSSIONS
Overview, calculation methodology and development of major stock market index in India.
A. The BSE Sensitive Index-SENSEX (S&P BSE Sensex)
The BSE Sensitive Index has long been regarded as a barometer of the daily temperature of Indian stock exchanges. In 1978-79, the stock market was dominated by private-sector firms mostly engaged in commodity production. As a result, a sample of 30 was taken from them. With the passage of time, more private and public enterprises entered the market. Despite the fact that the number of scrips in the Sensex basket has remained constant at 30, new industrial sectors including as services, telecom, consumer goods, and the two- and three-wheeler car industry have been represented. The index's continuity and integrity have been preserved, allowing a comparison of the current market environment to that of a decade ago is simplified, and any bias in market analysis is avoided.
Source: Author Compilation
The criteria adopted for the choice of the 30 scrips are discussed below;
So, the 30 scrips which is seen today in Sensex was not same all the time. They excluded time to time and new will be added on different criteria, it became started in 1986, when 4 scrips replaced then 1992, 1 scrip then 1996 was a huge year and 15 scrips replaced, 1998, 4 scrips, 2000, 4 scrips, 2001, 1 scrips, 2002, 4 scrips, 2003, 5 scrips, 2004, 2 scrips, 2005, 2 scrips, 2006, 1 scrips, 2007, 2 scrips, 2008, 2 scrips, 2009, 2 scrips, 2010, 2 scrips, 2011 1 scrips and 2012, 1 scrips replaced.
Table no 2: Basic Facts About Sensex
Easy Facts |
|
Base year: |
1978-79, 1st April 1979 |
Base value |
100 |
Launch date |
01-Jan-86 1985-86 |
Calculation method: |
Free Float market capitalization method |
Constituent count |
30 |
Source: BSE website
6. Sensex calculation methodology: Free float methodology has been adopted for the calculation of Sensex from 1 September 2003. Major indices providers like HSCL, FTSE, STOXX, S&P and Dow Jones use the free-float methodology. Initially, the index was calculated based on the 'full market capitalization. The free-float technique only analyses a company's free-float market capitalization. The proportion of total shares issued by the company that are readily available for trading in the market is described as free-float market capitalization. For this purpose, the following holdings are eliminated.
a. Holdings by founders/directors/acquirers which have control element.
b. Holdings by persons/bodies with 'controlling interest.
c. Government holding as promoter/acquirer.
d. Holding through FDI route.
e. Strategic stakes by private corporate bodies/individuals.
f. Equity held by associate/group companies (cross holdings).
g. Equity held by Employees' Welfare Trusts.
h. Locked-in-shares and shares which would not be sold in the open market in normal course.
The free-float factor for each company is calculated based on the detailed information submitted by the companies in the prescribed format to the BSE. To calculate the free-float market, multiply the market capitalization by the free-float factor. A free-float factor of say 0.60 means that only 60% of the market capitalization of the company is considered for the calculation of Sensex.
Table 3: Component of BSE Sensitive Index based on Free Float Factor
Sr. No. |
Company |
Industry |
Free Float factor |
1 |
Asian Paints |
Paints |
0.5 |
2 |
Axis Bank |
Banking |
0.9 |
3 |
Bajaj Finance |
Finance |
0.4 |
4 |
Bajaj Finserv |
Finance |
0.4 |
5 |
Bharti Airtel |
Telecom |
0.4 |
6 |
HCL Technologies |
Software |
0.4 |
7 |
HDFC |
Finance |
1.0 |
8 |
HDFC bank |
Banking |
0.7 |
9 |
HUL |
FMCG |
0.4 |
10 |
ICICI Bank |
Banking |
1.0 |
11 |
Indusand Bank |
Banking |
0.8 |
12 |
Infosys |
Software |
0.8 |
13 |
ITC |
Food and Tobacco |
1.0 |
14 |
Kotak Mahindra Bank |
Banking |
0.7 |
15 |
L & T |
Engineering |
1.0 |
16 |
M&M |
Automobiles |
0.8 |
17 |
Maruti Suzuki |
Automobiles |
0.4 |
18 |
Nestle |
Food and Beverages |
0.4 |
19 |
NTPC |
Power |
0.5 |
20 |
Power Grid |
Power |
0.5 |
21 |
Reliance Ind. |
Energy |
0.5 |
22 |
SBI |
Banking |
0.4 |
23 |
Sun Pharma |
Pharmaceuticals |
0.5 |
24 |
Tata Motors |
Automobiles |
0.5 |
25 |
Tata Steels |
Steel |
0.7 |
26 |
TCS |
Software |
0.3 |
27 |
Tech Mahindra |
Software |
0.6 |
28 |
Titan |
Retailing |
0.5 |
29 |
Ultratech Cement |
Cement |
0.4 |
30 |
Wipro |
Software |
0.3 |
Source: (List of BSE Sensex 30 Companies, n.d.)
Sensex calculation: Example Deepak Mohoni, a stock market expert, invented the word Sensex in 1989. The BSE Sensitive Index was at 750 points at the time. It's a combination of the phrases Sensitive and Index (BSE SENSEX, n.d.).
For the sake of calculation, we suppose that the Index consists of only two stocks: Stock A and Stock B. Company A has 800 free floating shares, whilst Company B has just 1000. Now suppose the market price of stock A is Rs. 120 per share, So free floating market capitalization will be 96,000 (i.e. 800 shares of Rs. 120), Similarly If stock B is Rs. 200 per share
Its free float market capitalization is 2,00,000 (i.e., 1000 shares of Rs. 200).
Now the free float market capitalization of the Index (comprising of Stock A and Stock B in this case) is Rs. 296000. Suppose If the market capitalization of the stock in the index was Rs. 60,000 during the base year, logically assume that an index market capitalization of Rs. 60,000 is equal to an index value of 100.
So, Index = Base value* Current market capitalization/Base market capitalization.
B. BSE-100
The BSE Sensitive Index reflects the movement of only 30 scrips. To describe the movement of stock prices on a wider basis, the BSE constructed an index known as the BSE National Index on 3 January 1989. The fiscal year 1983-84 was chosen as the base year. This index re-designated as the BSE-100 index on 14 October 1996, it is known as the BSE-100 as it contains 100 stocks.
Coverage: Initially, the 100 to be included in BSE-100 were selected from five major stock exchanges-Mumbai, Calcutta, Delhi, Ahmedabad and Chennai. The criteria for selection were market activity, due representation of various industry groups, and representation of trading activity on major stock exchanges. With the passage of time, the growth of information technology ensured that there was little or no difference in prices of the index scrips across the exchanges.
So the prices of the BSE have been used to calculate the index from 14 October 1996. The dollar-linked version of BSE-100 which is known as Dollex-100 was introduced in May 1992.
Method of compilation: Like the BSE Sensitive Index, the BSE-100 also uses the free-float methodology.
C. BSE-200
With the growth of industrialization there was a substantial increase in number of companies listed on the BSE. The number of companies listed increased from 992 in 1980 to about 3,200 by the end of March 1994. The need for a new broad-based index series reflecting market trends and newly emerged industry groups in a more effective way was felt. This led to the construction of two index series, viz., the BSE-200 and the Dollex-200 since 27 May 1994.
Coverage: The selection of companies is based on market capitalization, trade volumes, and certain other fundamental factors.
Method of compilation: The fiscal year 1989-90 was chosen as the base year. The free float methodology is adopted for computation in line with other BSE indices.
D. DOLLEX-200
The BSE also calculates a dollar-linked version of the BSE-200 index, with historical data available on the BSE website.
E. BSE-500
The BSE constructed a new index called BSE-500 in August 1999. As the name suggests, it consists of 500 scrips in its basket. While developing this index, the changing patterns of the economy and the market were kept in mind. The index represents nearly 93 per cent of the total market capitalization on BSE. All the 20 major industries in the economy are represented. The base year for the index is 1999. On 16 August 2005, the calculation methodology was made a free float one.
F. BSE Sectoral Indices
The BSE's sectoral indices are listed below:
.G. NSE-S&P CNX NIFTY
The India Index Services Product Ltd (IISL) and Credit Rating Information Services of India Ltd (CRISIL) created this index. The latter has a strategic partnership with the S&P rating services. As a result, the index is known as the S&P CNX Nifty. The NSE-50 index was launched on April 22, 1996, with the following goals:
The Nifty replaced the prior NSE-100 index, which was created as a stopgap measure while the automated trading system stabilized. The Nifty 50 index is a 50-company index that reflects general market conditions. The free float market capitalization approach is used to calculate the Nifty 50 Index. The Nifty 50 can be used to benchmark fund portfolios, create index funds, ETFs, and structured products, among other things. Nifty50 USD, Nifty50 Total Returns Index, and Nifty50 Dividend Points Index are index variants (NIFTY 50 Index, 2023).
H. CNX NIFTY JUNIOR/Nifty Next 50
CNX Nifty Junior comprises 50 stocks. This is an index built out of the 50 large, liquid stocks next to S&P CNX Nifty. It is a market capitalization weighted index. It is not as liquid as the S&P CNX Nifty. The CNX Nifty Junior is the second rung of growth stocks, which are not as established as those in the S&P CNX Nifty. As with the S&P CNX Nifty, stocks in the CNX Nifty Junior are filtered for liquidity, so they are the most liquid of the stocks excluded from the S&P CNX Nifty. Buying and selling the entire CNX Nifty Junior as a portfolio is possible. The maintenance of the S&P CNX Nifty and the CNX Nifty Junior are always disjointed i.e., a stock will never appear in both indices at the same time.
The Nifty Next 50 Index includes 50 companies from the Nifty 100 after eliminating the Nifty 50. The Nifty Next 50 is calculated using the free float market capitalization approach, in which the index level reflects the entire free float market value of all the stocks in the index relative to a specific base market capitalization value. The Nifty Next 50 Index can be used to benchmark fund portfolios, create index funds, ETFs, and structured products, among other things. Nifty Next 50 Total Returns Index is an index variant (Nifty Next 50 Index, n.d.).
K. CNX MID-CAP
CNX Mid-Cap is computed using the market capitalization weighted method. Selection of scrips in the index is based on the following criteria: All stocks which comprise more than 5 per cent market capitalization of the universe (after sorting the securities in descending order of market capitalization), shall be excluded in order to reduce the skew in the weights of the stocks in the universe.
L. CNX Segment Indices
To provide investors with a better perspective of the stock market performance of the various the Indian corporate sector, NSE has constructed different segment indices such as:
VII. FINDINGS AND SUGGESTIONS
Today in India, maximum index is calculated based on free float market capitalization, due to this the real value of a company can be seen in stock market. it may be possible that a company market capitalization will be high, but its free flow market capitalization will we low in comparison to other company due to not freely availability of its share in the market. Here we explain index wise findings in given lines.
VIII. RECOMMENDATIONS
Those investors who want to invest in Sensex, Reliance industries ltd. is the best option for him, yet stock market prediction is not possible due to many factors, but after computation of some facts and figures, we can guess to some extent. Banking companies like HDFC and ICICI bank are also good companies for the investor and policy maker for their policy formulation. The Finance and IT Area is the most enriching area and has huge potential and growing opportunity, so investors also can invest in these sector stocks with high growth opportunity. For investment in Nifty company’s stock Reliance Industries Ltd. again maintain top position with high weight and high free float market capitalization base, so Indian stock market have huge potential to grow and capacity to give higher returns on investment made by investors, only need is that the investors should got proper awareness and knowledge about functioning of stock market indices and on that fluctuation basis policy makers also maintain their policy strengthen and chances to grow rapidly in the Indian context.
Although in this paper author try to provide a conceptual knowledge to all the investors who want to invest in stock market with showing development and calculation of some important indices of BSE and NSE, yet many of the Indian people unaware about stock market index. its working procedure and trading pattern by this paper they can easily understood the mechanism of the market. By the different index findings, we can say that 2008 was the time period of crisis where all the indices have been fallen rapidly and 2019 was the covid time period where maximum scrips face huge losses in the stock market, yet stock market revive very quickly after pandemic in 2019 and jump with expectations to grow speedily in future context. So, by this paper we find that calculation of indices is technical, and it is beyond the general person’s knowledge, it is advisable that those persons have good knowledge about stock market they can directly enter in it but those have not they can enter through broker.
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Copyright © 2023 Ram Prakash Pandey. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.
Paper Id : IJRASET55292
Publish Date : 2023-08-11
ISSN : 2321-9653
Publisher Name : IJRASET
DOI Link : Click Here