The most common problem faced by day-traders and it's easy solution which is extremely difficult to implement.
A thread.
( uses concepts I have discussed many times before in separate threads)
Train ---- Play tournaments --- Rest
Rest = taking time off markets
Train = trading in markets in training mode
Understanding REST is easy, simply take time off markets and spend time with family or do something you love
Paper trading or trading on a simulator is never good training as it never gives you the same psychological issue while actual trading. Deep down you know this is fake, you are not making or losing actual money
Trade 1 lot ( I am speaking about intraday options trading, cash traders can do this with a simple share of any stock) following your system/process for one month. This sounds easy, right?
First month = 1 lot
2nd month = 2 lots
3rd month = 4 lots
4th month = follow money mgmt/position sizing with a small bet per trade
Same with trading. Best of luck ! 🙏
https://t.co/oqCwSz8kfW
Perhaps you have the idea that calling me " 1 lot Nandy" is somehow derogatory and a easy poke at me. Allow me to explain why I look at this moniker as a badge of honour https://t.co/1Q8tOQ2U6a
— Subhadip Nandy (@SubhadipNandy16) July 16, 2021
More from Subhadip Nandy
This friend had trouble making money in options though he was directionally right. Let us see how a basic understanding of greeks would have helped him, This thread will be about two attributes of option pricing, extrinsic value and theta
An option has two parts, intrinsic and extrinsic value. Think of a pack of Lay's potato chips. When you buy and open the pack, what you find is some chips and a lot of air. Intrinsic value is the chips, extrinsic value is air
https://t.co/8ZPv4ZnCiL
https://t.co/icWmqSLENW
https://t.co/vHA6azEmbQ
Sir, today #niftybank was continue making new high, but 31700 CE was struggling to go up. I bought at 140, some how managed to sell it at 200. I m ok, in identifying directional edge but options behave differently.
— Vikash Shrivastava\U0001f1ee\U0001f1f3 (@VikashS28) May 27, 2019
An option has two parts, intrinsic and extrinsic value. Think of a pack of Lay's potato chips. When you buy and open the pack, what you find is some chips and a lot of air. Intrinsic value is the chips, extrinsic value is air
https://t.co/8ZPv4ZnCiL
https://t.co/icWmqSLENW
https://t.co/vHA6azEmbQ
IV - A thread
In financial mathematics, implied volatility of an option contract is
that value of the volatility of the underlying instrument which, when
input in an option pricing model ) will return a theoretical value equal to the current market price of the option (1/n)
Implied volatility, a forward-looking and subjective measure, differs
from historical volatility because the latter is calculated from known
past returns of a security. .
https://t.co/iC5wVf7kvj (2/n)
To understand where Implied Volatility stands in terms of the underlying, implied volatility rank is used to understand its implied volatility from a one year high and low IV.
https://t.co/NFPOidRRcH
https://t.co/qNqinEqaKY
(3/n)
Options traders are always looking at the IV and IVR/IVP. For option
buyers, a low IV environment is best to initiate positions as the
subsequent rise in IV actually helps their positions . Even if the IV
remains flat, the position is not hurt by volatility (4/n)
Option sellers on the other hand are looking for high IV scenarios, where
the subsequent fall in IV ( known a vol crush , most often seen after
earnings/events) helps their positions. Here also, if the IV does not
rise, it does not hurt a seller's positions (5/n)
In financial mathematics, implied volatility of an option contract is
that value of the volatility of the underlying instrument which, when
input in an option pricing model ) will return a theoretical value equal to the current market price of the option (1/n)
Implied volatility, a forward-looking and subjective measure, differs
from historical volatility because the latter is calculated from known
past returns of a security. .
https://t.co/iC5wVf7kvj (2/n)
To understand where Implied Volatility stands in terms of the underlying, implied volatility rank is used to understand its implied volatility from a one year high and low IV.
https://t.co/NFPOidRRcH
https://t.co/qNqinEqaKY
(3/n)
Options traders are always looking at the IV and IVR/IVP. For option
buyers, a low IV environment is best to initiate positions as the
subsequent rise in IV actually helps their positions . Even if the IV
remains flat, the position is not hurt by volatility (4/n)
Option sellers on the other hand are looking for high IV scenarios, where
the subsequent fall in IV ( known a vol crush , most often seen after
earnings/events) helps their positions. Here also, if the IV does not
rise, it does not hurt a seller's positions (5/n)
My presentation on Money Management was based on a lot of sources as I mentioned. For traders interested on those sources , here they are
#OptimalF
Portfolio Management Formulas: Mathematical Trading Methods for the Futures, Options, and Stock Markets by Ralph Vince
The Mathematics of Money Management: Risk Analysis Techniques for Traders by Ralph Vince
#SecureF
#FixedRatio
The Trading Game: Playing by the Numbers to Make Millions by Ryan Jones
https://t.co/U0c65EbEog.
#OptimalF
Portfolio Management Formulas: Mathematical Trading Methods for the Futures, Options, and Stock Markets by Ralph Vince
The Mathematics of Money Management: Risk Analysis Techniques for Traders by Ralph Vince
#SecureF
#FixedRatio
The Trading Game: Playing by the Numbers to Make Millions by Ryan Jones
https://t.co/U0c65EbEog.
More from Finance
Rule 4 : If buying a naked option, always ensure that implied volatility is low. This can be understood from the level of IV vis a vis historical IV levels. Use IVR or IVP etc.
For a naked option to make money, it's better if IV rises or at least stays flat.
This is a thread I wrote on IV, IVR etc
For a naked option to make money, it's better if IV rises or at least stays flat.
Rule 3 : DO NOT run or trade everything that moves. Focus on a few stocks and master them. When a move comes, make the max out of that move.
— Subhadip Nandy (@SubhadipNandy16) October 14, 2021
Example : in this crazy mkt, I did not even trade TataMotors this week. Stayed focussed on ITC and it gave good returns https://t.co/41wkugZg1I
This is a thread I wrote on IV, IVR etc
IV - A thread
— Subhadip Nandy (@SubhadipNandy16) September 20, 2018
In financial mathematics, implied volatility of an option contract is
that value of the volatility of the underlying instrument which, when
input in an option pricing model ) will return a theoretical value equal to the current market price of the option (1/n)
