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  1. Antoni Zygmund (December 26, 1900 – May 30, 1992) was a Polish mathematician. He worked mostly in the area of mathematical analysis, including especially harmonic analysis, and he is considered one of the greatest analysts of the 20th century.

  2. Antoni Szczepan Zygmund (Varsóvia, 25 de dezembro de 1900 — Chicago, 30 de maio de 1992) foi um matemático estadunidense nascido na Polônia. Vida. Zygmund obteve o doutorado pela Universidade de Varsóvia, em 1923, e foi professor na Universidade de Vilnius, de 1930 a 1939.

  3. 26 de mai. de 2024 · Antoni Zygmund was a Polish-born mathematician who exerted a major influence on 20th-century mathematics, particularly in harmonic analysis, a field utilized in science and technology for the formulation of descriptions of periodic phenomena such as waves, vibrations, and regularly repeating.

    • The Editors of Encyclopaedia Britannica
  4. 30 de mai. de 2011 · Quick Info. Born. 25 December 1900. Warsaw, Russian Empire (now Poland) Died. 30 May 1992. Chicago, Illinois, USA. Summary. Zygmund's work in harmonic analysis has application in the theory of waves and vibrations. He also did major work in Fourier analysis and its application to partial differential equations. View three larger pictures.

  5. 15 de fev. de 2024 · Antoni Szczepan Zygmund (Varsóvia, 25 de dezembro de 1900 — Chicago, 30 de maio de 1992), foi professor de matemática na Universidade de Chicago por 45 anos. Zygmund era mais conhecido por seu trabalho em análise harmônica, um método para analisar funções periódicas.

  6. 11 de jun. de 2018 · ZYGMUND, ANTONI (b. Warsaw, Poland, 26 December 1900; d. Chicago, Illinois, 30 May 1992), mathematics, harmonic analysis, trigonometric series, singular integrals. The mathematician Zygmund was one of the twentieth century’s leading exponents of Fourier analysis.

  7. Antoni Zygmund was awarded the National Medal of Science for outstanding contributions to Fourier analysis and its applications to partial differential equations and other branches of analysis, and for his creation and leadership of the strongest school of analytical research in the contemporary mathematical world.