Тёмный

Excel Monte Carlo Simulation 

SoftTech Tutorials
Подписаться 4,1 тыс.
Просмотров 45 тыс.
50% 1

Опубликовано:

 

3 окт 2024

Поделиться:

Ссылка:

Скачать:

Готовим ссылку...

Добавить в:

Мой плейлист
Посмотреть позже
Комментарии : 13   
@ValFolarin
@ValFolarin 11 месяцев назад
Such an immaculate video.
@sleepinggears2261
@sleepinggears2261 4 года назад
Clear explanation. I’ll be trying this one out
@SoftTechTutorials89
@SoftTechTutorials89 4 года назад
Great, let me know how it went.
@HarshitSharma-lb3ul
@HarshitSharma-lb3ul 3 года назад
Well explained! thanks, will give this a try. Subscribed.
@SoftTechTutorials89
@SoftTechTutorials89 3 года назад
I appreciate that big time! Thank you for the support.
@asereht-br3xd
@asereht-br3xd 4 года назад
Nice vid. Very educating 👏
@SoftTechTutorials89
@SoftTechTutorials89 4 года назад
Glad you like it. Thanks for watching!
@nityachaudhary5092
@nityachaudhary5092 3 года назад
Hey, the explaination was amazing. I just had a doubt, is MBS prepayment valuation by Monte Carlo done in the same way? Please make a tutorial of it if possible :)
@prabhusrinivasan676
@prabhusrinivasan676 2 года назад
Using a mathematical model, I have estimated some system parameters using Kalman filter. Now I have to verify whether the proposed system is robust against uncertainties. I have estimated data and true sensor data. How to do Monte Carlo analysis with the above mentioned information?
@heyykenn9099
@heyykenn9099 3 года назад
why is it the satisfying number of combinations is 4?
@SoftTechTutorials89
@SoftTechTutorials89 3 года назад
We are looking for the probability that the sum of the eyes of three dices is higher than or equal to 17 after rolling once. This can be obtained by rolling three sixes which sums to 18, rolling 5 with the first dice and sixes with the other two, rolling 5 with the second dice and sixes with the other two, or rolling 5 with the third dice and sixes with the other two. The last three combinations sum to 17 which also satisfies the condition. So, in total there are 4 combinations of the dices’ eyes that satisfy our condition. I hope this helps.
@heyykenn9099
@heyykenn9099 3 года назад
@@SoftTechTutorials89 Now I get it, thank you very much. Yes, your response really helped.
@SoftTechTutorials89
@SoftTechTutorials89 3 года назад
@@heyykenn9099 That's great! Glad I could help.