Maritime Activities and Mathematics for the Shipping Industry in Nigeria

Authors

  • Olaoluwa O. Omotoso Department of General Studies, School of Maritime Transport, Maritime Academy of Nigeria, Oron, Akwa Ibom State.
  • Thlawur Dunya Department of General Studies, School of Maritime Transport, Maritime Academy of Nigeria, Oron, Akwa Ibom State.

Keywords:

Mathematics, Maritime, Historical development, Seafarer

Abstract

The paper examines mathematics and maritime affairs. Mathematics has been in existence from the creation of the earth. From the beginnings to the present day, there has always been a strong link between mathematics and shipping. Mathematics and shipping started developing at aboutthe same time, fulfilling the basic human needs to act and to be creative. The shipping industry has developed throughout the history relatively, but there have been periods of stagnation in times of great crises and wars. Mathematics is used for the various calculations in shipping from shipbuilding to trade, transportation, and management. The safety of navigation, improvement of
accuracy in navigation, chart work, optimization of costs, higher earnings and profits for ship owners and employees pose only a fraction of maritime affairs, hardly accessible without the knowledge and application of mathematics. Therefore, the aim of this paper is to examine the
development of mathematics and maritime affairs, and to show how the knowledge of mathematics can become a powerful tool in the hands of a seafarer

References

Bojanic, M., (2014). Mathematics in Maritime Affairs, Bachelor thesis, Split: University of Split, Faculty of Maritime Studies.

Devlin, K., (1996). The Science of Patterns: The Search for Order in Life, Mind and the

Universe, New York: Scientific American Paperback Library.

Dula, J., (2014). Application of Trigonometry in Orthodromic Navigation, Bachelor thesis,

Split: University of Split, Faculty of Maritime Studies.

Hilbert, D. (1992), Nature and Mathematics Erkennen: Vorlesungen, Gehalten.

Kneebone, G.T., (1963), Mathematical Logic and the Foundations of Mathematics, An

Introductory Survey, 1st edition, Dover Books on Mathematics.

LaTorre, D R., Kenelly, J.W., Reed, I. B. (2011), Calculus Concepts: An Informal

Approach to the Mathematics of Change, 5th edition, Brooks Cole: Gengage

Learning.

Mura, R., (1993), Images of Mathematics Held by University Teachers of Mathematical

Sciences in Mathematics.

Omotoso, O. O., Dunya, T., Ogbu, V. A., (2011), Introduction to mathematics for higher

institutions, Scientific Prints, Owerri.

Omotoso, O. O., Dunya, T., Abioye, A. I., (2014), Calculus and basic transforms for

higher institutions, DAISOK Prints publication, Lagos.

Omotoso, O. O., Dunya, T., Abioye, A.I., Amadiegwu, S. C., (2020), Introduction to

trigonometry and analytic geometry, Amolak Integrated, Lagos.

Poparic, B., (1932), Review of Maritime History, Zagreb: Matica hrvatska.

Ramana, B. V., (2007), Applied Mathematics, Tata McGraw-Hill Education.

Renate, T., Neunzert, H., Runge,I., (2012), A Life at the Crossroads of Mathematics, Science, and Industry, Springer.

Sautoy du, M., (2010), A Brief History of Mathematics.

Schleicher, D., Lackmann, M., (2011), What is Mathematics? An Invitation to Mathematics, Berlin: Springer.

Soric, M., (2014), Fundamentals of Trigonometry in Navigation, Bachelor thesis, Split:

Faculty of Maritime Studies.

Steen, L.A., (1988). The Science of Patterns, Science.

Turner, M., Blackledge, J., Andrews, P., (1998), Fractal Geometry in Digital Imaging, 1st

edition, Orlando: Academic Press.

Downloads

Published

2023-04-04

How to Cite

Omotoso, O. O., & Dunya, T. (2023). Maritime Activities and Mathematics for the Shipping Industry in Nigeria. International Journal of Natural and Practical Sciences (IJNPS), 5(1), 12–22. Retrieved from http://icidr.org.ng/index.php/Ijnps/article/view/520

Issue

Section

Articles