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Published online by Cambridge University Press: 03 August 2017
Observations indicate that the frequency of merging galaxies in the present epoch is ≈0.3%, and an extrapolation to past yields a frequency ≈5% (Toomre, 1977, Tremaine, 1980). Loosely bound pairs of galaxies that had separated to great distances in the general cosmic expansion and have lately fallen together again in comet-like plunging ellipses seem to be the most lucrative candidates for mergers. But could all ellipticals be merger remnants ? To study this problem we have determined the frequency of merging galaxies on the basis of the collision theory, by studying many collisions with different collision parameters and progenitor pairs (using the impulsive approximation) and compared the values so obtained with the observational ones. The mean values of the collision parameters favourable for mergers for different types of progenitor pairs are segregated from a statistical study of many collisions and are compared to the corresponding values in dense regions where a galaxy and its nearest neighbour can be visualised to form a loosely bound pair, to determine the corresponding frequencies. The theory and method is described in detail in Chatterjee, 1987, 1990, except that subsequently we have studied disk-disk mergers by using basically the same method.