Asymptotology

Asymptotology has been defined as “the art of dealing with applied mathematical systems in limiting cases”^[1] as well as “the science about the synthesis of simplicity and exactness by means of localization".^[2]

^ Kruskal M.D., "Asymptotology", in Mathematical Models in Physical Sciences (eds. S. Drobot and P. A. Viebrock), Proceedings of the conference at the University of Notre Dame, 1962, (Prentice-Hall, Englewood Cliffs, N.J., 1963) 17-48. (preprint version)
^ Barantsev R.G., "Asymptotic versus classical mathematics", Topics in Mathematical Analysis, edited by Th. M. Rassias, World Scientific: 1989, 49–64.

[1] Kruskal M.D., "Asymptotology", in Mathematical Models in Physical Sciences (eds. S. Drobot and P. A. Viebrock), Proceedings of the conference at the University of Notre Dame, 1962, (Prentice-Hall, Englewood Cliffs, N.J., 1963) 17-48. (preprint version)

[2] Barantsev R.G., "Asymptotic versus classical mathematics", Topics in Mathematical Analysis, edited by Th. M. Rassias, World Scientific: 1989, 49–64.

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