Writing My First Quantum Algorithm — Programming on Quantum Computers — Coding with Qiskit S2E2

preview_player
Показать описание
This week Jin goes over how to install Qiskit locally and shows us how to program our first quantum algorithm of the season; Quantum Fourier Checking.

Video Production by:
Paul Searle, Clinton Herrick & David Rodriguez

Writing by:
Olivia Lanes, Jin-Sung Kim, Abe Asfaw & Leron Gil
Рекомендации по теме
Комментарии
Автор

I'm happy to find someone, anyone, actually doing quantum programming. Can't wait for this field to flesh out.

BystroffG
Автор

Waoh.. Jin out! And Jin vanished with smoke at the end. I hope he reappears next friday the same way.. ;-) shout out to the team who put this together.

k_pragya
Автор

Oooo Myyyy Gaaaawd .... where has this channel been all my life. My nerd brain is exploding. Thank you for being here.

babykosh
Автор

Bloopers are seriously great, i suppose you can make a meme channel

Mviews-lgpw
Автор

Why are we only concerned with the '00' state and not the others?

iyobosaigbineweka
Автор

JIN-OUT‼️🔥💨✨😎
Sooo good. Great video!

chadurdy
Автор

Hey, there is a tip for you instead of "proba-bill-iitii-es"😂, you can just hit tab and auto-complete it

priyanshukumarpu
Автор

thanks for this video looking forward for slur algorithm .
your videos are fun and informative but it will be more fun if we learn more about internal workings of algorithm .
either way loving your videos ❤️

nayan
Автор

A hahaha hahahaha, this is going to be a lot of fun. Finally something worth investing my life into

NovaStarFox
Автор

Well I did my quantum computing last week in qubit by qubit class and it was easy

sunnygawande
Автор

Well cut. It seems like a YT video, not corporate propaganda. Just the actual code could fill more than ~30 % of the screen. Srsly, I don't know what is up with all MacOS people being scared of full screen :D
(Yes, I measured it. On a 20:9 phone, the actual code fills an area of 1.4 Mpx compared to 4.4 Mpx of total real estate).

norik
Автор

I tried different variants of the truth tables for the 4x4 diagonal, but I always get the same result in the probabilities. What's required to get a different result - more qubits?

AmirEbrahimiCo
Автор

Shor is nice to meet ya. Matt is the name, thank you

kaleimamahu
Автор

5:50 you said that that the circuit will output the probability for the (0, 0) state and if p(f, g)>=0.5, then we can say that fourier transform of the function g is correlated with the function f. But at 7:14 we get 0.25 probability which is less than 0.5, then why did you say that the fourier transform of g is correlated with f??? Please explain me this.

thebrainist
Автор

Can you name for us the titles of the books on your desk ?

xeucexu
Автор

funny guys, and thank you for learning how to code, best from Amsterdam czy west side..

louben
Автор

Does anyone know why my qc.draw() only outputs the name of the algorithm instead of the individual gate layers?

benanstrom
Автор

So output variables are directly proportional to input variables?

jasonjones
Автор

when i change f and g, no matter how, it always results in the same probabilities. Why is this happening?

lenawalid
Автор

Hi Qiskit, can we use Qiskit for experiment related to Quantum Network?... for example Entanglement generation.

mathildam