# Mathematician:Charles Louis Fefferman

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## Mathematician

American mathematician best known for his contributions to mathematical analysis.

### Fields Medal

Charles Louis Fefferman was awarded a Fields Medal in $\text {1978}$ at the International Congress of Mathematicians in Vancouver, British Columbia, Canada:

*Contributed several innovations that revised the study of multidimensional complex analysis by finding correct generalizations of classical (low-dimensional) results.*

### Wolf Prize

Charles Louis Fefferman was awarded a Wolf Prize for Mathematics in $\text {2008}$:

*For his contributions in a number of mathematical areas including complex multivariate analysis, partial differential equations and sub-elliptical problems.*

## Nationality

American

## History

- Born: April 18, 1949 in Washington D.C., U.S.

## Theorems and Definitions

Definitions of concepts named for **Charles Louis Fefferman** can be found here.

## Publications

- 1970:
*Inequalities for strongly singular convolution operators*(*Acta Mathematica***Vol. 124**: pp. 9 – 36) - 1971:
*The multiplier problem for the ball*(*Annals of Mathematics***Vol. 94**,*no. 2*: pp. 330 – 336) www.jstor.org/stable/1970864 - 1971:
*Some maximal inequalities*(*American Journal of Mathematics***Vol. 93**,*no. 1*: pp. 107 – 115) (with E.M. Stein) www.jstor.org/stable/2373450 - 1972:
*$H^p$ spaces of several variables*(*Acta Mathematica***Vol. 129**: pp. 137 – 193) (with E.M. Stein) - 1974:
*Weighted norm inequalities for maximal functions and singular integrals*(*Studia Mathematica***Vol. 51**,*no. 3*: pp. 241 – 250) (with R. Coifman) - 1974:
*The Bergman kernel and biholomorphic mappings of pseudoconvex domains*(*Inventiones Mathematicae***Vol. 26**,*no. 1*: pp. 21 – 65) - 1983:
*The uncertainty principle*(*Bulletin of the American Mathematical Society***Vol. 9**,*no. 2*: pp. 129 – 206) - 1983:
*$L^2$-cohomology and index theorem for the Bergmann metric*(*Annals of Mathematics***Vol. 118**,*no. 3*: pp. 593 – 618) (with Harold Donnelly) www.jstor.org/stable/2006983 - 1996:
*Geometric constraints on potentially singular solutions for the 3-D Euler equations*(*Communications in Partial Differential Equations***Vol. 21**,*no. 3 - 4*: pp. 559 – 571) (with P. Constantin and A.J. Majda)