Back to Shiing-Shen Chern
    Shiing-Shen Chern

    Shiing-Shen Chern

    Awards & Honours

    5

    Awards Won

    5

    Honours

    2

    Records

    Chern's achievements stand among the most significant in 20th-century mathematics. He proved the intrinsic Gauss–Bonnet theorem and introduced Chern classes, which have become fundamental tools in geometry and topology. His Chern–Simons theory, developed with Jim Simons, found deep applications in physics, including the fractional quantum Hall effect and topological quantum computing.His honors include the National Medal of Science, the Wolf Prize, and the inaugural Shaw Prize. The International Mathematical Union established the Chern Medal in his memory, awarded every four years for outstanding lifelong achievement in mathematics. Chern's legacy continues through the Chern Institute of Mathematics and the thousands of mathematicians who trace their academic lineage to him.

    Shiing-Shen Chern receiving an award

    Awards

    Honours & Distinctions

    Chern Medal

    International Mathematical Union·2010

    Established in his memory, awarded every four years for outstanding mathematical achievement.

    Member of the National Academy of Sciences

    United States·1961

    Elected for his contributions to mathematics.

    Foreign Member of the Royal Society

    Royal Society·1985

    Elected as a foreign member.

    Honorary Doctorates

    Various universities

    Received honorary degrees from the University of Chicago, ETH Zurich, and the Chinese University of Hong Kong.

    Asteroid 29552 Chern

    International Astronomical Union·1998

    An asteroid was named in his honor.

    Records & Feats

    First to prove intrinsic Gauss–Bonnet theorem

    Historic First·1944

    Chern proved the intrinsic Gauss–Bonnet theorem for general Riemannian manifolds, a landmark result in differential geometry.

    Introduced Chern classes

    Career Milestone·1944

    He introduced topological invariants now known as Chern classes, which became fundamental tools in mathematics and physics.