- Видео 21
- Просмотров 161 260
Probability and Stochastics for Finance II
Добавлен 17 май 2016
Видео
Stock price under risk netral measure
Просмотров 2,2 тыс.8 лет назад
Stock price under risk netral measure
Girsanav's Theorem (Statement and proof)
Просмотров 3,2 тыс.8 лет назад
Girsanav's Theorem (Statement and proof)
Binomial Method III (Multiperiod model)
Просмотров 1,3 тыс.8 лет назад
Binomial Method III (Multiperiod model)
The Binomial Model [Lox-Ross-Rubenstein Model]
Просмотров 2,8 тыс.8 лет назад
The Binomial Model [Lox-Ross-Rubenstein Model]
Last Lecture on Portfolio Optimization
Просмотров 1,7 тыс.8 лет назад
Last Lecture on Portfolio Optimization
Mean Variance Portfolio Optimization IV
Просмотров 2,5 тыс.8 лет назад
Mean Variance Portfolio Optimization IV
Mean Variance Portfolio Optimization III
Просмотров 3,3 тыс.8 лет назад
Mean Variance Portfolio Optimization III
Mean Variance Portfolio Optimization II
Просмотров 6 тыс.8 лет назад
Mean Variance Portfolio Optimization II
Mean Variance Portfolio Optimization I
Просмотров 23 тыс.8 лет назад
Mean Variance Portfolio Optimization I
Introduction - Probability and Stochastics for finance II - Prof. Joydeep Dutta
Просмотров 6 тыс.8 лет назад
Introduction - Probability and Stochastics for finance II - Prof. Joydeep Dutta
In the last chapter when we formed the model, shouldn’t the right side be y_i instead of y_j and i=1,2,3,...,n ( not m 0) ?
Respected Sir, Can you please suggest a good book for this topic
Girsanov instead of Girsanav
You're the best professor ever. I am super satisfied.
30:30 There are n*n elements in the variance-covariance matrix, where n of them are variances and the remainders are covariances.
JOYDEEP!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!
At 09:24, how is E[YZ] = 0 ?
Thank you so much sir for making this hard subject very easy for us students. ❤
@14:23, where did the term 2 * sigma1 * sigma 2 come from ??
@ 25:03...Goodness me, where did that matrix vector form pop out from ??
How did you came up with that Utility Function. This ruins the whole hard work of patiently watching and making notes from the first lecture.
One part of the proof of Girsanov that still bothers me a bit is why the integral of theta(t) is continuous. How to give a strict proof of this? Sure, if the integrand is continuous, it follows, but how do we know for sure it does not have something like a dirac point mass at some time? I guess this follows from the adaptivity to Brownian motion somehow? Or maybe I am just stupid and don't see something trivial here..
Excellent clarity and presentation . on KKT
Excellent explanation sir…
dw(t)*dw(t)=dt ??
the quadratic variation of dw*dw - t is zero, if i am not wrong. thats why it is defined like that. check it on the net.
[W]_{t} = t
thanks for the great video! 8:00 shouldn't rho_12 = 1?🙂
No. Just that the whole sigma1*sigma2 term won't be there.
@@vikrantdey9888 Thanks a lot for reply! Let me refresh my memory and rethink about it.
Thank you for lecture...but could implement in real cases or make it Ms. Excell
Correction: Total Return = (X1/X0 ) - 1
Great lecture
Slide half dukh rha hai
1st one to know how i am really thankful to you that someone speaking on this Great day
Thank you 😊 prof
Than you very helpful.
Sir kindly remove the black stripe as we are unable to see what is written specifically in the lower part of the board Or introduce smthing to remove it manually
Thanks for your efforts sir
The phenomenon of Income Security is quite a complex thing for me to understand. This course has provided me with a great step by step guide to understand the concepts. skillscourses.org/Fixed-Income-Securities.html
Took to the web to find the constraint qualifications of the KKT method and how to use them, to watch a 30 minute video to have another professor encourage me to take to the web lol Great overview though!
link to the 1st part : ruclips.net/video/732bzOEhQpM/видео.html
The black scholes equation derivation through stochastic calculus starts by assuming a hedged portfolio where in a call option with strike price K is sold and equivalent delta shares are bought. Since the portfolio is hedged, it provides risk free return of R. Thereafter, partial differentiation is applied w.r.t S. Here you are following a completely different approach.
R used as discount factor considers R to be a risk free rate. Being risk free, R has zero volatility and hence no Brownian motion component. Therefore, it is better to use the constant R as such on exponential function as discount factor, rather than using stochastic calculus of R w.r.t T.
The origin of the utility function is not clear. The assumption of std deviation of return from shares to be 1 means the returns follow standard normal distribution. In such case, the expected returns need to be zero and not 1,2 ,3. Most of the time , the presenter's body blocks the board , so nothing is visible.
Very good and clear mathematical presentation. In real life the presence of duration risk makes long period spot rates higher thus making the yield curve upward sloping most of the time. So the forward rates are balancing figs to make that equation equal or it is other way round ?
3:30 , how did you come up with that utility function?
The utility function is basically the objective function of the investor. You want to maximize the return and minimize the risk (hence negative sign), and you multiply 1/2 with risk simply for ease of calculation.
@@ritasreede7460 Hey Sir, thank you so much for your explaining! That's greatly helpful! God Bless!🙏
@@ritasreede7460 thank you so much for reply!
Thank you professor!
Well presented. Crystal clear
I guess im asking the wrong place but does someone know of a way to get back into an instagram account..? I stupidly forgot the password. I would love any help you can give me
@Hugo Carmelo Instablaster =)
@Juelz Darius I really appreciate your reply. I got to the site through google and I'm in the hacking process atm. Looks like it's gonna take quite some time so I will get back to you later with my results.
@Juelz Darius it worked and I finally got access to my account again. Im so happy:D Thanks so much, you saved my ass!
@Hugo Carmelo glad I could help =)
Heartly thanks☺️☺️
this is helped thank you
Can someone take a better care of those subtitles, or rather erase them ..l was "fainted " seeing "affine function " has become "a faint function " in the subtitle..
I don't need pen and paper to understand the concept taught by u . Could u plese help me in exploring the subsequent lectures?
Really incredible sir !
Totally confusing
Great talk!
give him a big board to write.
writting is so elegant!!!!
Thank you, professor!!! I have been studying Shrieve's books, and your lectures help me a lot!!! I will not take your efforts in vain. I will be a great quant in near future!
Hello How are you? I just wanted to know whether you are still in the area of math finance or have become a quant. Actually I am also new to this area and currently I am doing my final year thesis on jump diffusion models for option pricing. I just needed guidance and your experience of learning in this area.
that handwriting tho...
They are all Indians man
it was a bouncer
Can you explain me why lambda_i g_i(x_0) = 0 means either lambda_i = 0 or g_i(x_0) = 0 , the fact that it's not possible to have lambda_i = 0 and g_i(x_0) = 0 ? Thanks
He is one of the best professor in the world