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

December 7, 2023
11:30 am - 12:30 pm
Zoom

Date Range
2023-12-07 11:30:00 2023-12-07 12:30:00 Kato-Ponce Inequality With Multiple $(A_{\vec P})$ Weights Title:  Kato-Ponce Inequality With Multiple $(A_{\vec P})$ Weights Speaker:  Sean Douglas (University of Missouri, Columbia) Speaker's URL:  https://math.missouri.edu/people/graduate-student/douglas 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. URL associated with Seminar:  https://u.osu.edu/aots/ Join Zoom Meeting https://osu.zoom.us/j/97381595488?pwd=U1BhcjNGUWUxSFZsT1VaZEJIT1NLZz09 Meeting ID: 973 8159 5488   Password: Analysis Zoom America/New_York public

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

Speaker:  Sean Douglas (University of Missouri, Columbia)

Speaker's URL:  https://math.missouri.edu/people/graduate-student/douglas

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.

URL associated with Seminar:  https://u.osu.edu/aots/

Join Zoom Meeting

https://osu.zoom.us/j/97381595488?pwd=U1BhcjNGUWUxSFZsT1VaZEJIT1NLZz09

Meeting ID: 973 8159 5488   Password: Analysis

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