Based. How long have you been training ? I was injured in the back 3 months ago, lack of bracing and poor core stability punished me. I am now building up to a 100 kg for 3 reps deadlift, proper form this time. (Yes I am new to this)
The vampire bit reminded me: In grad school one of the other students was Tan Wang. He had an office, but I never, ever saw him. I assume he spent a LOT of time outside. 🤔
One of the few videos I actually understood, as I have solved the gaussian integral in the past (3 blue 1 brown comes in clutch). I agree, I never go outside (I have a home gym)
The intro OMGGG, and the 3 constants at the end ,always wanted to see a result with specifiaclly those 3 constants and here it is .. The fire content❤ of u solving upper esh
7:22 isn't the golden ratio (1+√5)/2 ? maybe if you let -ln(x)=u in your first substitution u might get the golden ratio result. Or if you let alpha=-√5 instead of +√5. Loved this integral btw.
As pointed out by Khamul7618, I(alpah,beta)=sqrt(pi/beta)*e^((alpha-1)^2/4beta), without the minus in the exponent, this carried on from a mistake at 5:30, i got a bit confused myself when numeric aproxximation didn't match the result.
@@maths_505 Don't pay too much attention to my count, it's just a joke for me but we appreciate a certain naturalness 🙂 . Other thing : I saw a reduced form of the gamma function on Wikipedia : a ratio of 2 infinite products. This will help me to find a fraction decomposition, I hope.
Sorry if I’m not mature enough in advanced integrals or even basic concepts, why after minute 4:00 you changed the two squared expressions signs and places when raised to e?
7:50 I did learn something new today. You had me completely fooled, into thinking you're a mortal! Moreover, taking into consideration of you being a vampire, I find it wild that your favorite band are the Arctic Monkeys, and not Vampire Weekend or something similar. 🧛♂😁
i just hit 6 plates on deadlift before watching this
Chad 🔥🔥🔥
Both sides or one?
Based.
How long have you been training ? I was injured in the back 3 months ago, lack of bracing and poor core stability punished me. I am now building up to a 100 kg for 3 reps deadlift, proper form this time.
(Yes I am new to this)
@@stevenkrantz6580 Thank you. I just thought it was 6 on each side (with a little thinking, I realized that was a mistake.).
@@sankarshanacharya7615 i misread ur questions my fault g. 6 plates on each side. 585 lbs
I can't believe I saw the thumbnail and was able to work it out before seeing the video. Felt proud. Thnx for the video
The vampire bit reminded me: In grad school one of the other students was Tan Wang. He had an office, but I never, ever saw him. I assume he spent a LOT of time outside. 🤔
There is a sign error in the answer.But it doesn't affect while you apply it for specific values.
Nice integral. Thanks for your continuous featured effort.
One of the few videos I actually understood, as I have solved the gaussian integral in the past (3 blue 1 brown comes in clutch).
I agree, I never go outside (I have a home gym)
Nice touch with the golden measure!
The intro OMGGG, and the 3 constants at the end ,always wanted to see a result with specifiaclly those 3 constants and here it is ..
The fire content❤ of u solving upper esh
7:22 isn't the golden ratio (1+√5)/2 ? maybe if you let -ln(x)=u in your first substitution u might get the golden ratio result. Or if you let alpha=-√5 instead of +√5. Loved this integral btw.
As pointed out by Khamul7618, I(alpah,beta)=sqrt(pi/beta)*e^((alpha-1)^2/4beta), without the minus in the exponent, this carried on from a mistake at 5:30, i got a bit confused myself when numeric aproxximation didn't match the result.
The title of this movie would be “An integration with the Vampire”
I think all you need for convergence is Re(β)>0.
Yeah that makes sense.
Hi,
"ok, cool" : 1:33 ,
"terribly sorry about that : 3:16 , 5:46 .
My okay cool's have decreased. Time to up the intensity!!!
@@maths_505 Don't pay too much attention to my count, it's just a joke for me but we appreciate a certain naturalness 🙂 .
Other thing : I saw a reduced form of the gamma function on Wikipedia : a ratio of 2 infinite products. This will help me to find a fraction decomposition, I hope.
i dont know how you made it through the video while saying “2b” so many times without saying “2b or not 2b” at least once
Unlike another math UA-camr
I think I found a small mistake. There should be no minus sign at 5:30
you're right, which carries on upto the last bit, I(sqrt(5),1)=sqrt(pi)e^(1-sqrt(5)/2)^2 without the minus in the exponent
Diventa, con lnx=t,un integrale di Gauss...I=√(π/β)exp((α-1)^2/4β))
0:24 😭😂 bro is so right
Exponent of result has to be positive, not negative
You could use gaussian Fourier transform much easy
astonishing
Hello Mr Jamal, I was trying to re-watch your video about tensors but I couldn't find it. Did you delete it or I am the one who can't find it?
Sorry if I’m not mature enough in advanced integrals or even basic concepts, why after minute 4:00 you changed the two squared expressions signs and places when raised to e?
Look at the definition of Integral I at the beginning.
The integral involved the negative of _that expression_ as the power of e.
7:50 I did learn something new today. You had me completely fooled, into thinking you're a mortal! Moreover, taking into consideration of you being a vampire, I find it wild that your favorite band are the Arctic Monkeys, and not Vampire Weekend or something similar. 🧛♂😁
Italian voice, very cool cool 😂😂😂
At 3:57 shouldn't it be 4B^2 instead of 4B?
The beta that got distributed canceled with one of them.
are you trying to be hungarian or romanian
Get some rest ❤
your russian voice is so sexy omg