886 BIBLIOGRAPHY

[20] Hardy G., A Course Of Pure Mathematics, Tenth edition, Cambridge University Press1992.

[21] Hog R. and Craig A., Introduction to Mathematical Statistics, third edition, Macmil-lan Publishing co. 1970.

[22] Horn R. and Johnson C. matrix Analysis, Cambridge University Press, 1985.

[23] Ince, E.L. Ordinary Differential Equations, Dover 1956.

[24] Karlin S. and Taylor H. A First Course in Stochastic Processes, Academic Press,1975.

[25] Kuttler K.L., Elementary Differential Equations, CRC Press 2018. 573 pages.

[26] Kuttler K. L., Basic Analysis, Rinton

[27] Kuttler K.L., Modern Analysis CRC Press 1998.

[28] Lang S. Real and Functional analysis third edition Springer Verlag 1993. Press, 2001.

[29] Leighton, W. An Introduction to the Theory of Differential Equations, McGraw Hill,1952.

[30] Nobel B. and Daniel J. Applied Linear Algebra, Prentice Hall, 1977.

[31] Rudin, W., Principles of mathematical analysis, McGraw Hill third edition 1976

[32] Rudin W., Real and Complex Analysis, third edition, McGraw-Hill, 1987.

[33] Salas S. and Hille E., Calculus One and Several Variables, Wiley 1990.

[34] Sears and Zemansky, University Physics, Third edition, Addison Wesley 1963.

[35] Spivak M., Calculus On Manifolds, Benjamin 1965.

[36] Tierney John, Calculus and Analytic Geometry, fourth edition, Allyn and Bacon,Boston, 1969.

[37] Widder, D. Advanced Calculus, second edition, Prentice Hall 1961.

[38] Yosida, K.Lectures on Differential and Integral Equations, Dover 1991.