Royal Swedish Academy of Sciences (KVA) 1978 Sparre Award (KVA) Royal Scientific Society of Uppsala 1994 Göran Gustafsson prize 2009 Gårding prize (Royal Physiological Society, Lund)
Svante Janson has already had a long career in mathematics, because he started research at a very young age.
From prodigy to docent
A child prodigy in mathematics, Janson took high-school and even university classes while in primary school. He was admitted in 1968 to Gothenburg University at age 12. After his 1968 matriculation at Uppsala University at age 13,[6] Janson obtained the following degrees in mathematics: a "candidate of philosophy" (roughly an "honours" B.S. with a thesis) at age 14 (in 1970) and a doctor of philosophy at age 21–22 (in 1977). Janson's Ph.D. was awarded on his 22nd birthday.[6] Janson's doctoral dissertation was supervised by Lennart Carleson,[8] who had himself received his doctoral degree when he was 22 years old.[9]
Janson, Svante; Łuczak, Tomasz; Rucinski, Andrzej (2000). Random graphs. Wiley-Interscience Series in Discrete Mathematics and Optimization. New York: Wiley-Interscience. pp. xii+333. ISBN0-471-17541-2. MR1782847.
Selected articles
Janson, Svante (1990). "Poisson approximation for large deviations". Random Structures and Algorithms. 1 (2): 221–229. doi:10.1002/rsa.3240010209. MR1138428. (Janson's inequality)
^Alon, Noga; Spencer, Joel (2008). The probabilistic method. Wiley-Interscience Series in Discrete Mathematics and Optimization (third ed.). Hoboken, NJ: John Wiley and Sons. pp. 87, 110, 115–119, 120–121, 123, 128, 157–148, 160 (Second edition). ISBN978-0-470-17020-5. MR2437651.
^Page 508 in Koroljuk, V. S.; Borovskich, Yu. V. (1994). Theory of U-statistics. Mathematics and its Applications. Vol. 273 (Translated by P. V. Malyshev and D. V. Malyshev from the 1989 Russian original ed.). Dordrecht: Kluwer Academic Publishers Group. pp. x, 552. ISBN0-7923-2608-3. MR1472486.
^Pages 381–382 in Borovskikh, Yu. V. (1996). U-statistics in Banach spaces. Utrecht: VSP. pp. xii, 420. ISBN90-6764-200-2. MR1419498.
^Page xii in Kwapień, Stanisƚaw; Woyczyński, Wojbor A. (1992). Random series and stochastic integrals: Single and multiple. Probability and its Applications. Boston, MA: Birkhäuser Boston, Inc. pp. xvi+360. ISBN0-8176-3572-6. MR1167198.