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Description
Comments by @longye-tian:
Code
- Change global variables to
default_param
(i.e.default_μ
). - Distinguish the function name in the exercise solution and the one in the main text.
Content
- "we write this statement as" - > "We write this statement as"
- Capitalize only the first bullet point below: "This is the Monte Carlo method, which runs as follows:"
- change another lecture to myst doc link
- "Pricing a european call option under risk neutrality" -> "Pricing a European call option under risk neutrality"
- "Risk-Neutral Pricing" -> "Risk-neutral pricing"
- "$S_0$ is normally distributed" -> "$S_0$ is log-normally distributed"
Comments by @Jiarui-ZH:
Content
- 18.2.2 - look at adding an animation to demonstrate Monte Carlo (similar to Wikipedia page)
- Add explanation for number produced by code above section 18.3
- In 18.3 explain what a European call option is (move definition towards top of section?)
- Add explanatory text at the end of Section 18.3 (to explain number better) -- perhaps relate it to parameters and see how it varies with discount factor, expected payoff goes up (for example)
- what does
{
mean after 18.4.1 equation? (independent over time sequence) - In section 18.4.1 and 18.4.3, it would be a good idea to break down the equations in the section and talk about what are the implications behind parameters such as ξ
- Update figures to use
mystnb
metadata for Figure numbering and titling - Backstory to
Figure above 18.4.6
(why are there two plots?) - Change section title for
18.4.6
toComputing the option price
- Get more intuiting between prices and parameters