9 ALEXANDROV 



Homological situation properties of complexes and closed 

 sets. Izvest. Akad. Nauk S.S.S.R., Ser. Mat., 1942, 6 (Stalin 

 Prize 1943). (English trans, in Transact. Amer. Math. Soc. 

 1943, 54^ p. 286. 



Duality theorems for non-closed sets in the n-dimensional 

 space. Mathematiceski Sbornik, 1947, 21., p. 161. 

 On the notion of space in topology. Uspekhi Mat. Nauk, 1947, 

 2, p. 5. 



On the dimension of normal spaces. Proceed. Roy. Soc, 

 London, 1947, 189, p. 1. 



On combinatorial topology of non- closed sets. Matematiceski 

 Sbornik, 1953, 33, p. 241. 



On the homeomorphism of point sets. Trudy Moskovskogo 

 Matemat. Obshch., 1955, 4, p. 405. 



and W. Ponomarev . On certain classes of n-dimensional 

 spaces. Sibirskij Matematiceskiy Jurnal, 1960, 1^, p. 3. 

 Metrization of topological spaces. Bull. Polish Acad., Sect, 

 of Math., Phys. and Astronomy, 1960, 8:3, p. 135. 

 and W. Ponomarev . On dyadic bicompacta. Fundamenta 

 Mathematicae, 1962, 50, p. 419. 

 Office: Mechanics-Mathematics Faculty 



Moscow University 



Moscow V-234, USSR 

 Residence: Leninskiye gory, sektor "L" 



Moscow, USSR 

 Telephone: V9 30 91 



ALEXANDROV, ALEKSANDR DANILOVICH (Mathematician) 



A. D. Alexandrov was born August 4, 1912. He is Rector of 

 Leningrad University. In 1946 he was elected a Corresponding 

 Member of the U.S.S.R. Academy of Sciences. He has been a 

 member of the Communist Party of the Soviet Union since 1951. 

 In 1942 he was awarded a State Prize. 



Alexandrov is the founder of the Soviet school of geometry 

 in the large. He set up an intrinsic geometry of general sur- 

 faces. 



In April 1959, Alexandrov visited the University of California 

 at Berkeley. 

 Bibliography: 



Inner Geometry of Convex Surfaces. Moscow-Leningrad: 



1948. 



Convex Polyhedra. Moscow-Leningrad: 1950. 



