How does pre-market mechanism work and how is the opening price determined of a stock!
To protect small investors against this, a pre-market opening session was introduced to ensure orderly price discovery during the most volatile times
Stock market exchanges have fixed trading hours. During this period, stock prices react to business, economic or political news that dictates the stock trend or market trend. However, in some conditions these announcements are made outside of the business hours of stock exchanges. As a result, market participants cannot act on this as exchanges are not operational in India for 24 hours or 24*7. So, they have to act on the next trading session.
Development can be interpreted in extremes. Different types of market participants act in different directions. Some market participants expect a positive impact on the stock price and hence, expect stock price to rise, while others may expect it to fall. This in turn would result into high volatility in the stock prices. Hence, there is a probability that it could make reacting to news tough for small investors.
To protect small investors against this, a pre-market opening session was introduced to ensure orderly price discovery during the most volatile times. Indian markets adopted pre-market opening session in October 2010.
Understanding pre-market open session and working mechanism of it
As per NSE “The pre-open session is for a duration of 15 minutes i.e. from 9:00 am to 9:15 am. The pre-open session is comprised of Order collection period and order matching period. The price band applicable shall be same as normal market.”
The pre-open session consists of three segments- an order entry period, an order matching period, and a buffer session.
Let’s us understand each in detail
Order collection session: The order collection session lasts for 8 minutes. During this sub-session, the tasks undertaken include order placement to buy and sell stocks and modification and cancellation of orders. Orders are not accepted after these 8 minutes end.
Order matching period: The order matching period starts immediately after order collection session and order matching period lasts for 4 minutes, from 9:08 am to 9:12 am. These four minutes are used up on order confirmation and order matching. After matching the orders, the opening price for the day is calculated. Orders are matched at a single (equilibrium) price which will be open price. When the order matching period is ongoing, market participants aren’t permitted to buy, sell, cancel or modify their orders.
Buffer session: The last 3 minutes i.e., between 9:12 am and 9:15 am are for a buffer session. Any irregularities, if existing, are cleared. The session facilitates the transition from the pre-open market to the normal market session.
Understanding Equilibrium determination:
In a call auction price mechanism, equilibrium price is determined as shown below. Assume that NSE received bids for particular stock xyz at different prices in between 9:00 am and 9:15 am. Based on the principle of demand supply mechanism, exchange will arrive at the equilibrium price – the price at which the maximum number of shares can be bought / sold. In below example, the opening price will be 105 where maximum 27,500 shares can be traded.
![](data:image/png;base64,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)
Image source: NSE
NSE has mentioned “During order matching period order modification, order cancellation, trade modification and trade cancellation is not allowed. The trade confirmations are disseminated to respective members on their trading terminals before the start of normal market. After completion of order matching there is a silent period to facilitate the transition from pre-open session to the normal market. All outstanding orders are moved to the normal market retaining the original time stamp.”
Limit orders are at limit price and market orders are at the discovered equilibrium price. In a situation where no equilibrium price is discovered in the pre-open session, all market orders are moved to normal market at previous day’s close price or adjusted close price / base price following price time priority.
The opening price is determined according to the principle of supply and demand mechanism. The equilibrium price is the price at which maximum volume is viable. If multiple prices meet the above criteria, the equilibrium price is the price with the unadjusted minimum order quantity. If multiple prices have the same minimum order quantity, the equilibrium price is the price closest to the previous day’s closing price. If the previous day’s closing price is the average of the price pairs closest to it, then the previous day’s closing price itself is considered to be the equilibrium price. For corporate actions, adjust the previous day’s closing price to the closing price or base price.