Hemicontinuous Correspondences

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Upper hemicontinuous and lower hemicontinuous correspondences. Definitions, intuition, and examples.

Watch for the sequel: a video with a number of examples, and with several additional important properties of correspondences. Coming soon --- but not too soon.
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you are a great teacher! you don't speak with a monotone voice like other professors and have such a kind tone that makes me want to listen...

ipekergin
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You are an amazing teacher. I understood everything. Thank you so much!

andrearamosbonilla
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A huge thanks ! I can’t believe how simple you made the concepts, that was a great help !

davimeaille
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Oh God, I finally got it. Thank you so much for that, professor.

dd_piano
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Dear prof, your explanation is super clear, danke schön!

hsinchen
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You have an amazing depth of knowledge and ability to explain every concept. Thanks!

mightym
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Thank you for sharing this content with us!
Just as a short addition: We are checking image for ∀V, but the domain for ∃U.

berke
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I loved the intuition that you explained! everything is much clear than my lecture notes!

mafe
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Professor...I have a question here. If f(x) is a subset of V then the intersection between f(x) and V is not a null set. This is of course not true the other way as you showed. But if we replace the part f(x) is a subset of V in the definition of UHC by this implication then I am arriving at the definition of LHC which doesn't seem right. I am doing something wrong here for sure. Will be grateful if you help me to clear my doubt

uttiyapaul
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That intuition is great. Thanks professor!!

felipeoliveira
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Awesome lecture.. your talk make the concept so basic

vikasshukla
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Did you randomly come up with values for V, to determine if it was UHC? if so wouldn't that make any set UHC if you want it to be.

quinnpisani
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These lectures are phenomenal. Can you do some videos on measure theory and advanced functional analysis too? As a PhD scholar, it would be really helpful for writing papers on choice theory and general equilibrium.

arkarupbasumallik