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Fredholm, Ivar

Swedish mathematician

in full Erik Ivar Fredholm

born April 7, 1866, Stockholm, Sweden

died August 17, 1927, Stockholm

Swedish mathematician who founded modern integral equation theory (integral equation).

Fredholm entered the University of Uppsala in 1886. There, and later at the University of Stockholm (1888–93), he was mainly interested in mathematical physics. After receiving his Ph.D. from Uppsala in 1898, he turned to integral equations. He also worked as an actuary until 1906, when he was appointed professor of theoretical physics at the University of Stockholm.

In a paper that appeared in 1900 entitled “Sur une nouvelle méthode pour la résolution du problème de Dirichlet” (“On a New Method for the Resolution of Dirichlet's Problem”), Fredholm developed the essential parts of what is now known as Fredholm integral equations.

Although he published only a few papers, Fredholm quickly gained a reputation throughout Europe for his comprehensive work. His efforts in large part inspired the later investigations of the German mathematician David Hilbert (Hilbert, David).

词条	Fredholm, Ivar
释义	Fredholm, Ivar Swedish mathematician in full Erik Ivar Fredholm born April 7, 1866, Stockholm, Sweden died August 17, 1927, Stockholm Swedish mathematician who founded modern integral equation theory (integral equation). Fredholm entered the University of Uppsala in 1886. There, and later at the University of Stockholm (1888–93), he was mainly interested in mathematical physics. After receiving his Ph.D. from Uppsala in 1898, he turned to integral equations. He also worked as an actuary until 1906, when he was appointed professor of theoretical physics at the University of Stockholm. In a paper that appeared in 1900 entitled “Sur une nouvelle méthode pour la résolution du problème de Dirichlet” (“On a New Method for the Resolution of Dirichlet's Problem”), Fredholm developed the essential parts of what is now known as Fredholm integral equations. Although he published only a few papers, Fredholm quickly gained a reputation throughout Europe for his comprehensive work. His efforts in large part inspired the later investigations of the German mathematician David Hilbert (Hilbert, David).
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