Premium Only Content
							This video is only available to Rumble Premium subscribers. Subscribe to
							enjoy exclusive content and ad-free viewing.
					
								 
			Implementing the Bachelier Option Pricing model in Python (Part 2)
								4 years ago							
						
														29						
								In this video, we show how we can use put-call parity to build on our previous work and get the Bachelier put price. In the second part, we will play around with Sympy, Python’s symbolic algebra library. We will evaluate the call pricing model as we did numerically, but will use Sympy’s capabilities to get an analytical expression for Delta using the Bachelier model. We’ll compare that number to that we’d get using the Black-Scholes formula.
Part 1: https://youtu.be/L-YRF2A9MHE
Tipjar: https://paypal.me/kpmooney
Loading  comments...				
			
		- 	
				 22:17 22:17kpmooney4 years agoImplementing the Bachelier Option Pricing model in Python (Part 1)196
- 	
				 14:53 14:53kpmooney4 years agoGenerating Option Payoff Plots in Python108
- 	
				 21:36 21:36kpmooney4 years agoCalculating Implied Volatility from an Option Price Using Python134
- 	
				 11:24 11:24kpmooney4 years agoCalculating the Implied Volatility of a Put Option Using Python9
- 	
				 8:16 8:16kpmooney4 years agoSolving Banded Linear Systems in Python (Part 4)32
- 	
				 2:24 2:24WSYM4 years agoAffording Care, Membership Model Becoming A More Popular Option7
- 	
				 17:46 17:46kpmooney4 years ago $0.01 earnedNumerically Solve Boundary Value Problems: The Shooting Method with Python (Part 1)114
- 	
				 2:22 2:22WTMJMilwaukee5 years agoOconomowoc school district transitions to face-to-face learning model with virtual option4
- 	
				 14:02 14:02pcomitz4 years agopython functions106
- 	
				 14:36 14:36kpmooney4 years agoDifferential Equations and Maximizing Functions in Python: Solving Simple Physics Problems (Part 2)25