Boris Mikhailovich Koyalovich (Koyalovitch, Kojalovich, Kojalowitsch, KojaÃ
Âowicz) (May 2, 1867 â December 29, 1941) was a mathematician and chess master from the Russian Empire and later the Soviet Union.
Biography
Koyalovich was born on May 2, 1867. He was a professor of mathematics at the Saint Petersburg State Institute of Technology. In 1924 he was an Invited Speaker of the ICM in Toronto. In 1930, he developed the special theory of limitants.
Koyalovich lived and died in St. Petersburg (also known as Petrograd and Leningrad during his lifetime) on December 29, 1941. He played in many of the city's chess tournaments, taking 4th place in 1901 (Sergey Lebedev won), 3rd in 1902 (Mikhail Chigorin and Alexander Levin won), and 11th in 1903 (Grigory Helbach, Krzyzanowski and Emmanuel Schiffers won). In 1904 he competed at three events, tying for 4-5th in one (Eugene Znosko-Borovsky won), taking 5th in another (Chigorin won), and winning the third. He tied for 4-5th in 1905 (Chigorin won), tied for 8-9th in 1906 (Simon Alapin won), and tied for 5-6th in 1907 (Sergey von Freymann won).
He played in a friendly match St. Petersburg vs. Moscow in 1911 (won a game against Parfenov on board 7), and won a game against Alexander Alekhine in St. Petersburg in April 1912.
After World War I, he tied for 5-9th at Petrograd 1921 (R.R. Platz won), took 6th at Novgorod 1923/24 (Ilya Rabinovich won), took 9th at Leningrad 1925 (Solomon Gotthilf won), and tied for 6-7th at Leningrad 1925 (Efim Bogoljubow and Peter Romanovsky won).
Selected publications
- âõþÃÂøàòõÃÂþÃÂÃÂýþÃÂÃÂõù. ÃÂõúÃÂøø, ÃÂøÃÂðýýÃÂõ ò áÃÂàøý-ÃÂõ ò 1892-93 ÃÂÃÂ. (Probability theory. Lectures read at the St. Petersburg Institute in 1892-93 academic year.) óþôÃÂ. áÃÂÃÂ, ûøÃÂ. ä. ÃÂÃÂõüõÃÂð, 1893
- ÃÂÃÂÃÂûõôþòðýøàþ ôøÃÂÃÂõÃÂõýÃÂøðûÃÂýþü ÃÂÃÂðòýõýøø ydy-ydx= Rdx. (Studies on the differential equation ydy-ydx = Rdx.) áÃÂÃÂ, ÃÂøÿ. ÃÂÃÂ, 1894.
- ÃÂõúÃÂøø ÿþ ðýðûøÃÂøÃÂõÃÂúþù óõþüõÃÂÃÂøø (ò ÿÃÂþÃÂÃÂÃÂðýÃÂÃÂòõ). (Lectures on analytic geometry (in space).) áÃÂÃÂ, ûøÃÂ. ÃÂ. ÃÂúþýýøúþòð, 1895.
- ÃÂõúÃÂøø ÿþ üðÃÂõüðÃÂøúõ (òÃÂÃÂÃÂðàðûóõñÃÂð), ÃÂøÃÂðýýÃÂõ ýð 1 úÃÂÃÂÃÂõ ÃÂõÃÂ
ýþû. (Lectures on mathematics (higher algebra), read at the 1st course of technology.) ÃÂý-ÃÂð ÿÃÂþÃÂ. ÃÂ. ÃÂ. ÃÂþÃÂûþòøÃÂõü ò 1900-01 ÃÂÃÂ. ÃÂþôÃÂ. áÃÂÃÂ, ûøÃÂ. ï. ÃÂÃÂþòøÃÂúþóþ, 1901.
- ÃÂñ þôýþü ÃÂÃÂðòýõýøø àÃÂðÃÂÃÂýÃÂüø ÿÃÂþø÷òþôýÃÂüø ÃÂõÃÂòõÃÂÃÂþóþ ÿþÃÂÃÂôúð. (On a fourth-order partial differential equation.) áÃÂÃÂ, ÃÂøÿ. ÃÂÃÂ, 1902
- ÃÂðÿøÃÂúø ÿþ ôøÃÂÃÂõÃÂõýÃÂøðûÃÂýþüàøÃÂÃÂøÃÂûõýøÃÂ. (Notes on differential calculus.) ÃÂÃÂÃÂÃÂ. ÃÂþÿ. ÃÂû. ÃÂþýÃÂÃÂðýÃÂøýþòÃÂúþóþ ðÃÂÃÂ. ãÃÂøûøÃÂð. áÃÂÃÂ, ûøÃÂ. ÃÂþýÃÂÃÂðýÃÂøýþòÃÂúþóþ ðÃÂÃÂ. ãÃÂøûøÃÂð, 1903.
- âõþÃÂøàôøÃÂÃÂõÃÂõýÃÂøðûÃÂýÃÂÃÂ
ÃÂÃÂðòýõýøù. (The theory of differential equations.) áÃÂÃÂ, ø÷ô. ÃÂû. úûðÃÂÃÂð ÃÂúðôõüøø, 1908
- ÃÂýÃÂõóÃÂðûÃÂýþõ øÃÂÃÂøÃÂûõýøõ. (Integral calculus.) áÃÂÃÂ, ÃÂøÿþ-ûøÃÂ. ÃÂ. ÃÂ. âÃÂþÃÂøüþòð, 1909.
- ÃÂþýÃÂÿõúàúÃÂÃÂÃÂð ðýðûøÃÂøÃÂõÃÂúþù üõÃÂ
ðýøúø. (Abstract course of analytical mechanics.) áÃÂÃÂ, ÃÂøÿþ-ûøÃÂ. ÃÂ. ÃÂ. âÃÂþÃÂøüþòð, 1909.
- ÃÂýðûøÃÂøÃÂõÃÂúðàóõþüõÃÂÃÂøÃÂ. (Analytic geometry.) ÃÂñ, Academia, 1922
References