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  1. Nơi công tác. Đại học Stockholm. Viện hàn lâm Khoa học Nga. Người hướng dẫn luận án tiến sĩ. Karl Weierstrass. Sofia Vasilyevna Kovalevskaya ( tiếng Nga: Со́фья Васи́льевна Ковале́вская) (15 tháng 1 [ lịch cũ 3 tháng 1] năm 1850 – 10 tháng 2 [ lịch cũ 29 tháng 1] năm 1891 ...

  2. 5 gen 2024 · In 1878, Sofya Kovalevskaya gave birth to a daughter, and the family returned to Russia. At the Sixth Congress of Natural Scientists in Saint Petersburg in 1880, she delivered an unpublished paper on abelian integrals which she had written as part of her doctoral thesis.

  3. This can be said to characterise Sofia Kovalevskaya’s entire life. She was a gifted mathematician and at the same time an entrepreneur, a writer, an enthusiastic nihilist, a passionate lover, and a committed advocate of women’s rights. She was the child of wealthy parents, but was herself bankrupt and suffered much of her life in precarious ...

  4. Sofia Kovalevskaya (1850-1891) was the world’s first female professor of mathematics. She taught at Stockholm University, where she was awarded a Professorial Chair. Born in Russia, she entered into a marriage of convenience with Vladimir Kovalevsky at the age of 18. He was a follower of Russian nihilist thinkers, and supported their ideas of ...

  5. medium.com › sci-illustrate-stories › sofia-kovalevskaya-a6afSofia Kovalevskaya - Medium

    16 ott 2020 · R eading about the life of Sofia Kovalevskaya (1850–1891) feels like reading a movie script, filled with dramatic events, personal tragedies, scandalous relations and triumphing in efforts ...

  6. Fuqaroligi. Rossiya Imperiyasi va Shvetsiya. Sofya Vasilyevna Kovalevskaya (1850.3 (15).1, Moskva – 1891.29.1 (10.2), Stokgolm) — rus matematigi, yozuvchi. Peterburg Fanlar Akademiyasi 1-ayol muxbir aʼzosi (1889). V. O. Kovalevskiyning xotini. Matematik maʼlumotni chet elda olgan (1869—74). Differensial tenglamalar va Abel ...

  7. Sofya Vasilyevna Kovalevskaya. Biography MathSciNet. Ph.D. Georg-August-Universität Göttingen 1874. Dissertation: I Towards a Theory of Partial Differential Equations II Supplements and Remarks to Laplace's Investigation of the Form of Saturn's Rings III On the Reduction of a Class of Abelian Integrals of the Third Rank to Elliptic Integrals.