The Most Influential People Across History
Find the most influential people in 24 academic disciplines and numerous subdisciplines
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List of the most influential people in Mathematics,
#11801
Edward Copson
1901 - 1980 (79 years)
Edward Thomas Copson FRSE was a British mathematician who contributed widely to the development of mathematics at the University of St Andrews, serving as Regius Professor of Mathematics amongst other positions.
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Karl Zsigmondy
1867 - 1925 (58 years)
Karl Zsigmondy was an Austro-Hungarian mathematician. He was a son of Adolf Zsigmondy from Pozsony, Kingdom of Hungary and his mother was Irma von Szakmáry of Martonvásár, Kingdom of Hungary. He studied and worked at the University of Vienna. After his PhD, in 1890, he studied at the University of Berlin, University of Göttingen and at the Sorbonne in Paris, but came back to Vienna in 1894. He discovered Zsigmondy's theorem in 1892.
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William Pitt Durfee
1855 - 1941 (86 years)
William Pitt Durfee was an American mathematician who introduced Durfee squares. He was a student of James Sylvester, and after obtaining his degree in 1883 he became a professor at Hobart college in 1884 and became dean in 1888. Durfee House and Durfee Hall are named in his honor.
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Pavel Nekrasov
1853 - 1924 (71 years)
Pavel Alekseevich Nekrasov was a Russian mathematician and a Rector of the Imperial University of Moscow. Biography Nekrasov studied at the Orthodox theological seminary and from 1874 at the University of Moscow. There he was a pupil of the mathematician Nikolai Vasilievich Bugaev. Several years after his graduation, he became a Privatdozent there in 1885 and, in 1885 or 1886, an associate professor at Moscow University . In 1890 he received a full professorship. In 1893 he became rector. After his term as rector, he actually wanted to retire, but was not allowed to. He also taught 1885–1891 Probability Theory and Higher Mathematics at the Moscow Institute of Land Surveying.
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Arthur Korn
1870 - 1945 (75 years)
Arthur Korn was a German physicist, mathematician and inventor. He was involved in the development of the fax machine, specifically the transmission of photographs or telephotography, known as the Bildtelegraph, related to early attempts at developing a practical mechanical television system.
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Domninus of Larissa
420 - 480 (60 years)
Domninus of Larissa was an ancient Hellenistic Syrian mathematician. Life Domninus of Larissa, Syria was, simultaneously with Proclus, a pupil of Syrianus. Domninus is said to have corrupted the doctrines of Plato by mixing up with them his private opinions. This called forth a treatise from Proclus, intended as a statement of the genuine principles of Platonism. Marinus writes about a rivalry between Domninus and Proclus about how Plato's work should be interpreted, [Syrianus] offered to discourse to them on either the Orphic theories or the oracles; but Domninus wanted Orphism, Proclus the oracles, and they had not agreed when Syrianus died...
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Nikolay Gur'yevich Chetaev
1902 - 1959 (57 years)
Nikolay Gur'yevich Chetaev was a Russian Soviet mechanician and mathematician. He was born in Karaduli, Laishevskiy uyezd, Kazan province, Russian Empire and died in Moscow, USSR. He belongs to the Kazan school of mathematics.
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Pál Medgyessy
1919 - 1977 (58 years)
Pál Medgyessy was a mathematician, Doctor of Mathematical Sciences . Biography He graduated at the University of Budapest as a student of Eötvös József Collegium. He started his career as a trainee at the Institute of Medical Physics at the University of Debrecen. Due to his illness, his scientific work was slow to develop.
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André Martineau
1930 - 1972 (42 years)
André Martineau was a French mathematician, specializing in mathematical analysis. Martineau studied at the École Normale Supérieure and received there, with Laurent Schwartz as supervisor, his Ph.D. with a thesis on analytic functionals and then worked for several years with Schwartz. Martineau became a professor at the University of Nice Sophia Antipolis. Shortly before his 42nd birthday, he died of cancer.
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Omar Khayyam
1048 - 1131 (83 years)
Ghiyāth al-Dīn Abū al-Fatḥ ʿUmar ibn Ibrāhīm Nīsābūrī , commonly known as Omar Khayyam , was a polymath, known for his contributions to mathematics, astronomy, philosophy, and poetry. He was born in Nishapur, the initial capital of the Seljuk Empire. He lived during the rule of the Seljuk dynasty, around the time of the First Crusade.
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Hilda Phoebe Hudson
1881 - 1965 (84 years)
Hilda Phoebe Hudson was an English mathematician who worked on algebraic geometry, in particular on Cremona transformations. Hudson was interested in the link between mathematics and her religious beliefs.
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William Brouncker, 2nd Viscount Brouncker
1620 - 1684 (64 years)
William Brouncker, 2nd Viscount Brouncker FRS was an Anglo-Irish peer and mathematician who served as the president of the Royal Society from 1662 to 1677. Best known for introducing Brouncker's formula, he also worked as a civil servant, serving as a commissioner in the Royal Navy. Brouncker was a friend and colleague of Samuel Pepys, and features prominently in the Pepys' diary.
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Lucien Godeaux
1887 - 1975 (88 years)
Lucien Godeaux was a prolific Belgian mathematician. His total of more than 1000 papers and books, 669 of which are found in Mathematical Reviews, made him one of the most published mathematicians. He was the sole author of all but one of his papers.
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Eduard Ritter von Weber
1870 - 1934 (64 years)
Eduard Ritter von Weber was a German mathematician and Bavarian Royal Privy Counselor. He was a member of the noble Bavarian knightly family Ritter von Weber. Von Weber attended the and afterward from 1888-1894 pursued studies in mathematics in Munich, Göttingen, and Paris. In 1893 he was awarded the Ph.D. from the University of Munich . Habilitation followed at the University of Munich in 1895, becoming full professor there in 1903. He moved to the University of Würzburg in 1907.
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Johann II Bernoulli
1710 - 1790 (80 years)
Johann II Bernoulli was the youngest of the three sons of the Swiss mathematician Johann Bernoulli. He studied law and mathematics, and, after travelling in France, was for five years professor of eloquence in the university of his native city. In 1736 he was awarded the prize of the French Academy for his suggestive studies of aether. On the death of his father he succeeded him as professor of mathematics in the University of Basel. He was thrice a successful competitor for the prizes of the Academy of Sciences of Paris. His prize subjects were the capstan, the propagation of light, and the magnet.
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C. P. Ramanujam
1938 - 1974 (36 years)
Chakravarthi Padmanabhan Ramanujam was an Indian mathematician who worked in the fields of number theory and algebraic geometry. He was elected a fellow of the Indian Academy of Sciences in 1973. Like his namesake Srinivasa Ramanujan, Ramanujam also had a very short life.
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Wilhelm Müller
1880 - 1968 (88 years)
Wilhelm Carl Gottlieb Müller was a German physicist, mathematician, and philosopher. He is best known as the successor of Arnold Sommerfeld as Professor of Theoretical Physics at the University of Munich.
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Ruth Teitelbaum
1924 - 1986 (62 years)
Ruth Teitelbaum was one of the first computer programmers in the world. Teitelbaum was one of the original programmers for the ENIAC computer. The other five ENIAC programmers were Jean Bartik, Betty Holberton, Kathleen Antonelli, Marlyn Meltzer, and Frances Spence.
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John Harrison
1693 - 1776 (83 years)
John Harrison was an English carpenter and clockmaker who invented the marine chronometer, a long-sought-after device for solving the problem of calculating longitude while at sea. Harrison's solution revolutionized navigation and greatly increased the safety of long-distance sea travel. The problem he solved had been considered so important following the Scilly naval disaster of 1707 that the British Parliament was offering financial rewards of up to £20,000 under the 1714 Longitude Act, though Harrison was never fully able to receive these rewards due to political rivalries.
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Gerrit Bol
1906 - 1989 (83 years)
Gerrit Bol was a Dutch mathematician who specialized in geometry. He is known for introducing Bol loops in 1937, and Bol’s conjecture on sextactic points. Life Bol earned his PhD in 1928 at Leiden University under Willem van der Woude. In the 1930s, he worked at the University of Hamburg on the geometry of webs under Wilhelm Blaschke and later projective differential geometry. In 1931 he earned a habilitation.
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Ernst Christian Julius Schering
1833 - 1897 (64 years)
Ernst Christian Julius Schering was a German mathematician. Early life and career Born in 1833 near Bleckede at the Elbe as the son of a forester, he attended Realschule in Lüneburg from 1845 to 1850, where he already showed a certain talent for mathematics. With the intention to engage in architectural engineering, he attended the Polytechnicum in Hannover from 1850 to 1852.
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Kurt Hirsch
1906 - 1986 (80 years)
Kurt August Hirsch was a German mathematician who moved to England to escape the Nazi persecution of Jews. His research was in group theory. He also worked to reform mathematics education and became a county chess champion. The Hirsch length and Hirsch–Plotkin radical are named after him.
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Kamāl al-Dīn al-Fārisī
1265 - 1319 (54 years)
Kamal al-Din Hasan ibn Ali ibn Hasan al-Farisi or Abu Hasan Muhammad ibn Hasan According to Encyclopædia Iranica, Kamal al-Din was the most prominent Persian author on optics. Optics His work on optics was prompted by a question put to him concerning the refraction of light. Shirazi advised him to consult the Book of Optics of Ibn al-Haytham , and Farisi made such a deep study of this treatise that Shirazi suggested that he write what is essentially a revision of that major work, which came to be called the Tanqih. Qutb al-Din Al-Shirazi himself was writing a commentary on works of Avicenn...
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Josef Finger
1841 - 1925 (84 years)
Josef Finger was an Austrian physicist and mathematician. Biography Joseph Finger was born the son of a baker in Pilsen. He attended high school in Pilsen. He studied mathematics and physics at Charles University in Prague from 1859 to 1862. In 1865 and for financial reason he acquired the qualification to teach mathematics and physics at secondary schools and went into the teaching profession. On 17 March 1875 Finger received his doctorate at the University of Vienna, in 1876 he was qualified for the subject of analytical mechanics. 1897 Finger publishes "On the internal virial of an elastic body".
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August Leopold Crelle
1780 - 1855 (75 years)
August Leopold Crelle was a German mathematician. He was born in Eichwerder near Wriezen, Brandenburg, and died in Berlin. He is the founder of Journal für die reine und angewandte Mathematik . He befriended Niels Henrik Abel and published seven of Abel's papers in the first volume of his journal.
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Wilhelm Süss
1895 - 1958 (63 years)
Wilhelm Süss was a German mathematician. He was founder and first director of the Oberwolfach Research Institute for Mathematics. Biography He was born in Frankfurt, Germany, and died in Freiburg im Breisgau, Germany.
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Johann Friedrich Schultz
1739 - 1805 (66 years)
Johann Friedrich Schultz, also known as Johann Schultz , was a German Enlightenment Protestant theologian, mathematician and philosopher. He is best known as a close personal friend and trusted expositor of Immanuel Kant. Johann Schultz was a Hofprediger and Professor of Mathematics at the University of Königsberg.
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James MacCullagh
1809 - 1847 (38 years)
James MacCullagh was an Irish mathematician. Early life MacCullagh was born in Landahaussy, near Plumbridge, County Tyrone, Ireland, but the family moved to Curly Hill, Strabane when James was about 10. He was the eldest of twelve children and demonstrated mathematical talent at an early age. He entered Trinity College Dublin as a student in 1824, winning a scholarship in 1827 and graduating in 1829.
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Jabir ibn Aflah
1100 - 1150 (50 years)
Abū Muḥammad Jābir ibn Aflaḥ was an Arab Muslim astronomer and mathematician from Seville, who was active in 12th century al-Andalus. His work Iṣlāḥ al-Majisṭi influenced Islamic, Jewish, and Christian astronomers.
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Giulio Vivanti
1859 - 1949 (90 years)
Giulio Benedetto Isacco Vivanti was an Italian mathematician. He was a mentor of Bruno de Finetti and he spent most of his academic career at the University of Pavia and University of Milan. See also Vivanti–Pringsheim theorem
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Jacopo Riccati
1676 - 1754 (78 years)
Jacopo Francesco Riccati was a Venetian mathematician and jurist from Venice. He is best known for having studied the equation which bears his name. Education Riccati was educated first at the Jesuit school for the nobility in Brescia, and in 1693 he entered the University of Padua to study law. He received a doctorate in law in 1696. Encouraged by Stefano degli Angeli to pursue mathematics, he studied mathematical analysis.
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Benjamin Kagan
1869 - 1953 (84 years)
Veniamin Fyodorovich Kagan was a Russian and Soviet mathematician and expert in geometry. He is the maternal grandfather of mathematicians Yakov Sinai and Grigory Barenblatt. Biography Kagan was born in Shavli, in the Kovno Governorate of the Russian Empire in 1869, to a poor Lithuanian Jewish family. In 1871 his family moved to Yekaterinoslav , where he grew up. Kagan entered the Imperial Novorossiya University in Odesa in 1887, but was expelled for revolutionary activities in 1889. He was put on probation and sent back to Yekaterinoslav. He studied mathematics on his own and in 1892 passed...
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Gaston Floquet
1847 - 1920 (73 years)
Achille Marie Gaston Floquet was a French mathematician, best known for his work in mathematical analysis, especially in theory of differential equations. See also Floquet theory External links
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Zsolt Baranyai
1948 - 1978 (30 years)
Zsolt Baranyai was a Hungarian mathematician known for his work in combinatorics. He graduated from Fazekas High School where he was a classmate of László Lovász, Miklós Laczkovich, and Lajos Pósa. He studied mathematics at Eötvös Loránd University and went on to become a lecturer in the Analysis Department. He earned his Ph.D. in 1975 and was posthumously awarded the Candidate degree of the Hungarian Academy of Sciences in 1978.
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Erik Albert Holmgren
1872 - 1943 (71 years)
Erik Albert Holmgren was a Swedish mathematician known for contributions to partial differential equations. Holmgren's uniqueness theorem is named after him. Torsten Carleman was one of his students. His father was the mathematician Hjalmar Holmgren and his siblings include the forester Anders Holmgren and the zoologist Nils Holmgren.
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August Davidov
1823 - 1885 (62 years)
August Yulevich Davidov was a Russian mathematician and engineer, professor at Moscow University, and author of works on differential equations with partial derivatives, definite integrals, and the application of probability theory to statistics, and textbooks on elementary mathematics which were repeatedly reprinted from the 1860s to the 1920s. He was president of the Moscow Mathematical Society from 1866 to 1885.
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Alexandru Ghika
1902 - 1964 (62 years)
Alexandru Ghika was a Romanian mathematician, founder of the Romanian school of functional analysis. Life He was born in Bucharest, into the Ghica family, the son of Ioan Ghika and Elena Metaxa , and great-great-grandson of Grigore IV Ghica, Prince of Wallachia. He started his secondary studies at the Gheorghe Lazăr High School in Bucharest. In 1917, he left with his family for Paris, completing his secondary studies at the Lycée Louis-le-Grand in 1920. He then entered the University of Paris with a major in mathematics, graduating in 1922. In 1929, he obtained a Ph.D. in mathematics from...
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Cato Maximilian Guldberg
1836 - 1902 (66 years)
Cato Maximilian Guldberg was a Norwegian mathematician and chemist. Guldberg is best known as a pioneer in physical chemistry. Background Guldberg was born in Christiania , Norway. He was the eldest son of Carl August Guldberg and Hanna Sophie Theresia Bull . He was the brother of nurse and educator Cathinka Guldberg as well as mathematician Axel Sophus Guldberg. He attended Aug. Holths private latinskole in Christiania. Guldberg studied mathematics and physics at the University of Christiania and took his diploma in 1859. That same year he received the Crown Prince's gold medal for a dissertation in pure mathematics.
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Jean Ville
1910 - 1989 (79 years)
Jean Ville, also known under the names Jean-André Ville et André Ville, born 24 June 1910 in Marseille, died 22 January 1989 in Blois, was a French mathematician. He is known for having proved an extension of von Neumman's minimax theorem, as well as contributions in the fields of statistics and economics. He was one of the pioneers of the theory of martingaless.
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Qin Jiushao
1208 - 1261 (53 years)
Qin Jiushao , courtesy name Daogu , was a Chinese mathematician, meteorologist, inventor, politician, and writer. He is credited for discovering Horner's method as well as inventing Tianchi basins, a type of rain gauge instrument used to gather meteorological data.
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George Heriot
1563 - 1624 (61 years)
George Heriot was a Scottish goldsmith and philanthropist. He is chiefly remembered today as the founder of George Heriot's School, a large independent school in Edinburgh; his name has also been given to Heriot-Watt University, as well as several streets in the same city.
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Gheorghe Vrănceanu
1900 - 1979 (79 years)
Gheorghe Vrănceanu was a Romanian mathematician, best known for his work in differential geometry and topology. He was titular member of the Romanian Academy and vice-president of the International Mathematical Union.
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Nicolai A. Vasiliev
1880 - 1940 (60 years)
Nicolai Alexandrovich Vasiliev , also Vasil'ev, Vassilieff, Wassilieff , was a Russian logician, philosopher, psychologist, poet. He was a forerunner of paraconsistent and multi-valued logics. Early years Vasiliev was born on June 29 O.S., 1880 in Kazan, Russia. His father, Professor Alexander V. Vasiliev, was a fairly well known mathematician, his grandfather was the outstanding sinologist Professor Vassily P. Vasiliev, and his great grandfather was the prominent astronomer Ivan M. Simonov, who was a close colleague of Nikolai Lobachevsky.
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Fritz Joachim Weyl
1915 - 1977 (62 years)
Fritz Joachim Weyl was a mathematician born in Zurich, Switzerland. He significantly contributed to research in mathematics. He taught mathematics at many universities, most notably at the George Washington University , in Washington, D.C.
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Francis Bashforth
1819 - 1912 (93 years)
Francis Bashforth was an English Anglican priest and mathematician, who is known for his use of applied mathematics on ballistics. Early life and education Bashforth was born on 8 January 1819 in Thurnscoe, Yorkshire, England. Bashforth was the eldest son of John Bashforth, a farmer. He was educated at Doncaster Grammar School. In 1839, he matriculated into St John's College, Cambridge as a sizar. Having studied the Mathematical Tripos at the University of Cambridge, he graduated with a Bachelor of Arts degree in 1843 and was the Second Wrangler. Bashforth later returned to his alma-mater to...
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Eugenio Elia Levi
1883 - 1917 (34 years)
Eugenio Elia Levi was an Italian mathematician, known for his fundamental contributions in group theory, in the theory of partial differential operators and in the theory of functions of several complex variables. He was a younger brother of Beppo Levi and was killed in action during First World War.
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Leonhard Sohncke
1842 - 1897 (55 years)
Leonhard Sohncke was a German mathematician who classified the 65 space groups in which chiral crystal structures form, called Sohncke groups. He was a professor of physics at the Technische Hochschule Karlsruhe from 1871 to 1883, at Jena from 1883 to 1886, and at the Technical University of Munich from 1886 to 1897.
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Louis Bertrand Castel
1688 - 1757 (69 years)
Louis Bertrand Castel was a French mathematician born in Montpellier, who entered the order of the Jesuits in 1703. Having studied literature, he afterwards devoted himself entirely to mathematics and natural philosophy. After moving from Toulouse to Paris in 1720, at the behest of Bernard de Fontenelle, Castel acted as the science editor of the Jesuit Journal de Trévoux.
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Konrad Jörgens
1926 - 1974 (48 years)
Konrad Jörgens was a German mathematician. He made important contributions to mathematical physics, in particular to the foundations of quantum mechanics, and to the theory of partial differential equations and integral operators.
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Yom Tov Lipman Lipkin
1846 - 1876 (30 years)
Yom Tov Lipman Lipkin was a Lithuanian Jewish mathematician and inventor. He was the youngest son of Rabbi Yisroel Salanter, the father of the Musar movement. Lipkin is best known for the Peaucellier–Lipkin linkage which was partly named after him. The device is also known as the "Lipkin parallelogram". Lipkin discovered the linkage independent from Peaucellier in 1871. A model of Lipkin's invention was exhibited at the exposition at Vienna in 1873, and was later secured from the inventor by the Museum of the Institute of Engineers of Ways of Communication, St. Petersburg.
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