Computer Vision Basics: Hough Transform | By Dr. Ry @Stemplicity

Hello everyone and welcome to this tutorial on Hough Transform. In this tutorial, we will cover the basics of Hough transform for detection straight lines in an image.

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Thanks everyone and happy learning!

#houghtransform #computervision #opencv

[haoshan]

I used hough transform in my work, now I understood the theory behind! Thank you so much Dr. Ry

[theanamex]

This is excellent. Thank you for taking the time to explain why we are learning each step. Much better than my university class which I paid $1, 000 for.

[mohamedgbreel]

basically simply put ... تحيا مصر يا دكترة
THANKS for the super excellent explanation

[anonymusunknown]

Very clear explanation. English is not my native language and you still made me understand it tired at 10pm. Excellent material, thank you Sir!

[Marin-uboj]

simply put, this is a very good video. Thats a joke, thank you so much

[ronytesler]

Very well explained, thanks. I think the only thing that wasn't clear enough is how you know to go along with the blue and yellow lines. How the algorithm knows there are two horizontal lines.

[ethtrader]

very clear explanation! you kinda remind me of leonard from bigbang theory 😅 brilliant people

[WahWahWeeWah]

This was the best video explaining this. Thank you for also explaining the Hough space.

[donaldduck]

Thank you, you are a gentleman and a scholar

[johannreiter]

very clear and helpful explanation, thank you very much!

[GamerAvanzedPc]

How can I get the lines interceptions if I have the parametric form with rho (begins at the center of image) and theta? How to parametrize back if I have rho that is the distrance from the center of the image to the object?.

[sagarekbote]

just what i needed for my image processing coursework, thanks. And you kinda sound like nuclear Nadal from The dictator lol

[codyboudreau]

Can OpenCV be used for machine vision? I’m asking specifically for Keyence c-plug-ins. Any insight would be great.

[scorpion]

simply put, that was a great explanation :)

[piereligio_ds]

Thank you, this is a clear explanation. Well done :)

[mashmesh]

Thank you, so much! Awesome explanation!

[helpfulsources]

Thank you sir!!! Your explanations helped me to understand faster and easier!

[sarerusoldone]

That was really easy to understand, thank you!

[aqeelsajjad]

Hi!
Have a good day.
Can you share these slides please.

[loc_research]

Hi Everyone: We have x.cos(theta) = p; y.sin(theta) = p so x.cos(theta) + ysin(theta) = 2d ???. How can we have that equation?