## Continuous and discontinuous numerical solutions to the Troesch problem.(English)Zbl 0419.65047

### MSC:

 65L10 Numerical solution of boundary value problems involving ordinary differential equations 34B15 Nonlinear boundary value problems for ordinary differential equations 34B30 Special ordinary differential equations (Mathieu, Hill, Bessel, etc.)
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### References:

 [1] Troesch, B.A., Intrinsic difficulties in the numerical solution of a boundary value problem, () · Zbl 0442.76091 [2] Roberts, S.M.; Shipman, J.S., J. computational phys., 10, 232-241, (1972) [3] Jones, D.J., J. computational phys., 12, 429-434, (1973) [4] Miele, A.; Aggarwal, A.K.; Tietze, J.L., J. computational phys., 15, 117-133, (1974) [5] Kubicek, M.; Hlavacek, V., J. computational phys., 17, 95-101, (1975) [6] Chiou, J.P.; Na, T.Y., J. computational phys., 19, 311-316, (1975) [7] Troesch, B.A., J. computational phys., 21, 279-290, (1976) [8] Roberts, S.M.; Shipman, J.S., J. computational phys., 21, 291-304, (1976) [9] Tsuda, T.; Ichida, K.; Kiyono, T., Numer. math., 10, 110-116, (1967) [10] La Budde, R.A.; Greenspan, D., J. computational phys., 15, 134-167, (1974)
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