Kato-Ponce inequality with multiple (A_{\vec P}) weights

Kato-Ponce inequality with multiple (A_{\vec P}) weights
Friday January 12th, 2024 10:00 AM to 10:50 AM
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Speaker: Dr.  Sean Patrick Douglas (University of Missouri)

Title: Kato-Ponce Inequality With Multiple (A_{\vec P}) Weights

Abstract: We prove the Kato-Ponce inequality (normed fractional Leibniz rule) for multiple factors in the setting of multiple weights (A_{\vec P} weights). This improves existing results to the product of m factors and extends the class of known weights for which the inequality holds.

 

Zoom link:

https://oist.zoom.us/j/91398015193?pwd=UnRpTnNGeTVBU0MwaWFla3hwRU9jQT09

 

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