Rouben V. Ambartzumian, Date of Birth, Place of Birth

    

Rouben V. Ambartzumian

mathematician

Date of Birth: 28-Oct-1941

Place of Birth: Yelabuga, Vyatka Governorate, Russia

Profession: mathematician

Nationality: Armenia

Zodiac Sign: Scorpio


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About Rouben V. Ambartzumian

  • Rouben V.
  • Ambartzumian (Armenian: ?????? ?· ?????????????;Russian: ????? ?.
  • ??????????) (born 1941) is an Armenian mathematician and Academician of National Academy of Sciences of Armenia.
  • He works in Stochastic Geometry and Integral Geometry where he created a new branch, combinatorial integral geometry.
  • The subject of combinatorial integral geometry received support from mathematicians K.
  • Krickeberg and D.
  • G.
  • Kendall at the 1976 Sevan Symposium (Armenia) which was sponsored by Royal Society of London and The London Mathematical Society.
  • In the framework of the later theory he solved a number of classical problems in particular the solution to the Buffon Sylvester problem as well as the Hilbert's fourth problem in 1976.
  • He is a holder of the Rollo Davidson Prize of Cambridge University of 1982.
  • Rouben's interest in Integral Geometry was inherited from his father.
  • Nobel prize winner Allan McLeod Cormack Laureate for Tomography wrote: "Ambartsumian gave the first numerical inversion of the Radon transform and it gives the lie to the often made statement that computed tomography would have been impossible without computers".
  • Victor Hambardzumyan, in his book "A Life in Astrophysics", wrote about the work of Rouben V.
  • Ambartzumian, "More recently, it came to my knowledge that the invariance principle or invariant embedding was applied in a purely mathematical field of integral geometry where it gave birth to a novel, combinatorial branch." See R.
  • V.
  • Ambartzumian, «Combinatorial Integral Geometry», John Wiley, 1982.

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