G. R. Sharma

G.R.Sharma was a Historian from Allahabad University who led the Kausambi excavations which added to original historical research in the country. The ruins of this ancient city were found on the left bank of the river Yamuna, 70 km south-west from Allahabad. Thus commenced excavations of the site by the late Prof. G.R. Sharma of the Allahabad University in 1949 and again in 1951-1956. Following these excavations numerous remains of the ancient city came to light. He is among the historians who brought archeology in the mainstream of studying History.

Professor G.R. Sharma, had ventured to document archaeologically the destruction and burning of several settlements in the Ganges valley during the so-called invasion of the Indo-Greek king Menander (considered to be identical with Milinda of the Buddhist tradition) in the 2nd century BC.

Professor G.R.Sharma had also discovered (in 1967) a prehistoric site near Khajuri on the river Belan, a tributary of the river Tons, in the Meja sub-division of Allahabad district of Uttar Pradesh.

Gür

Gür is a Turkish given name for males and a surname ,which means bushy. It may refer to:

Surnames

  • Halil Gür (born 1951), Turkish Dutch author
  • Olcay Gür (born 1991), Liechtensteiner football player of Turkish descent
  • Ulf Kjell Gür (born 1951), Swedish theatre producer and singer/musician
  • See also

  • Hayri Gür Arena, indoor sporting arena in Turkey
  • Tevfik Sırrı Gür Stadium, sports center in Turkey
  • TCG Gür (1936), Basque-designed submarine of the Turkish Navy
  • References

  • Gür @ TDK (Turkish)
  • Gēr

    Gēr may refer to:

  • Old High German for "spear", see Migration Period spear
  • Old Anglo-Frisian for "year", see Jēram
  • Radial distribution function

    In statistical mechanics, the radial distribution function, (or pair correlation function) g(r) in a system of particles (atoms, molecules, colloids, etc.), describes how density varies as a function of distance from a reference particle.

    If a given particle is taken to be at the origin O, and if \rho =N/V is the average number density of particles, then the local time-averaged density at a distance r from O is \rho g(r). This simplified definition holds for a homogeneous and isotropic system. A more general case will be considered below.

    In simplest terms it is a measure of the probability of finding a particle at a distance of r away from a given reference particle, relative to that for an ideal gas. The general algorithm involves determining how many particles are within a distance of r and r+dr away from a particle. This general theme is depicted to the right, where the red particle is our reference particle, and blue particles are those which are within the circular shell, dotted in orange.

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