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Particle Filter and Monte Carlo Localization (Cyrill Stachniss) 

Cyrill Stachniss
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Particle Filter and Monte Carlo Localization (MCL)
Cyrill Stachniss, 2020

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21 сен 2020

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Комментарии : 24   
@teetanrobotics5363
@teetanrobotics5363 3 года назад
One of the best professors on the planet.
@aadi7448
@aadi7448 Год назад
Legit! Even after studying all of these in grad school, I come back here to relearn everything ever so often haha!
@tapirnase
@tapirnase 3 года назад
this could become the most important channel in the field of education on youtube. its btw a great respect to the reasearchers, which are working for cyrill, that they are able to show their work.
@farhanhubble
@farhanhubble 2 года назад
The simplicity and clarity with which Prof. Stachniss explains the concepts sows your brain with new ideas. I'd watch these lectures a few times if I was thinking of research or project ideas.
@hl-qz1ec
@hl-qz1ec 2 года назад
Impressive how the lecturer makes sure to take the listeners along in every step of his explanation! Great example of a researcher dedicated to passing along his knowledge imho.
@CyrillStachniss
@CyrillStachniss 2 года назад
Thanks
@LukeSchoen
@LukeSchoen 3 года назад
Great video! really enjoyed it thank you very much! i had been using a particle filter for my kinect localisation technique but had not known the name, this really helps clear things up! looking forward to your next video!
@ddDeaaaan
@ddDeaaaan 4 месяца назад
This video is terrific
@pats4302
@pats4302 3 года назад
very clear and detailed explaination! Thanks a lot :) Looking forward to more videos on this channel
@mohammadhaadiakhter2869
@mohammadhaadiakhter2869 6 месяцев назад
Hello Professor Stachniss Can you please explIn the fact you said at 24:18, how pi(x) accommodates prior belief?
@kameelamareen
@kameelamareen Год назад
Still not sure on how the weights are being computed , like how are the probability distributions of the model state propagation or the observation model ? A bit not able to visualize the distribution , is it tabular form or ? thanks in advance !
@yassineghouaiel4852
@yassineghouaiel4852 3 года назад
Great video on the topic & Great professor :) . Thanks a lot!
@starlite5097
@starlite5097 3 года назад
Thanks a lot for this video, it's very helpful.
@Shah_Khan
@Shah_Khan 3 года назад
Thanks Professor.
@ajaykumarg3249
@ajaykumarg3249 2 года назад
Very impressive and well-explained professor, Thank you so much. So do you have suggestions for a preferable approach for highway lane matching localization between ICP & Particle filtering? Is there any specific advantages or disadvantageous over each method?
@victorsheverdin3935
@victorsheverdin3935 11 месяцев назад
In the Partical general algorithm, u haven't used ut and zt variables. Why? Thank u, Cyrill!
@fakhriddintojiboev7252
@fakhriddintojiboev7252 2 года назад
Thanks for the super video! From 30:35 you started explaining MCL. What is the distribution of p( z | x, m) ? Is it Gaussian, Uniform? Or does it depend on the problem? What distribution do people use as a likelihood ( p( z | x, u) ) in most cases? Thanks for your attention!
@moeintaherkhani7289
@moeintaherkhani7289 7 месяцев назад
In the context of MCL, you don't really need to concern yourself with what kind of distribution p(z | x, m) assumes because you're not sampling from it; rather, you explicitly evaluate its value for every particle and use it as weight. For further info on observation model distributions however, you can refer to Ch.6 of "Probabilistic Robotics".
@anascharoud4540
@anascharoud4540 3 года назад
Thanks, that's a great video
@lubosnagy2741
@lubosnagy2741 Год назад
I would like to try the stock price implementation. Could someone help me with the details?
@menoone2042
@menoone2042 Год назад
Wow Germans are top notch when it comes to technology.
@awe314021
@awe314021 2 года назад
Hi Professor, how can I get the lecture slides for MSR1 ?
@CyrillStachniss
@CyrillStachniss 2 года назад
Check my teaching website or send me an email
@annawilson3824
@annawilson3824 2 года назад
Step two is what particle physicists call "scale factors" :)
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