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Research interests include harmonic analysis and function spaces, in particular the properties of Fourier transforms, and application of these tools to the study of Partial Differential Equations. Pures Appl. Green , Ann.
Green , J. Theory 7 , no. Green , Adv. Erdogan and W. Green , Comm. Beceanu , Comm. PDE 35 , Schlag , Forum Math. Schlag , J. Vega and N. Visciglia , Intl. Visan , Comm. Schlag , Intl. Schlag , Comm. Christ , Trans.
Michael Goldberg Functions whose Fourier Transform Vanishes on the Sphere. Fourier Restrictions with Derivatives. Analysis Commons, University of Virginia. Other Institution. Strichartz estimates for higher-dimensional Schrodinger operators with lower-dimensional potentials. Gainesville, FL. Time-weighted Strichartz Inequalities. Nashville, TN. Buffalo, NY. Michael Goldberg, Marius Beceanu Bloomington, IN. Square-Integrable Solutions of the Helmholtz Equation. Miami University. Michael Goldberg, William Green Seattle, WA.
Scottsdale, AZ. Drexel University. San Francisco, CA. Baltimore, MD. Orlando, FL. Euler Institute, Saint Petersburg, Russia. Michael Goldberg, Vita Borovyk Wave Propagation on Periodic Planar Graphs. Estimates for the Wave Equation with a Rough Potential. Toggle navigation Research Directory. Home Facilities. Email Download V-Card. More ». Invited Presentations Michael Goldberg Level:International Colloquium Michael Goldberg Level:Regional Michael Goldberg Level:National Michael Goldberg Level:National