SOLVING HAEMODYNAMICS PROBLEMS USING POWER SERIES AND LAPLACE METHODS
(A RESEARCH APPROACH)
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This book discusses mathematical formulations that represent real-life situations such as atherosclerosis and haemodynamics, as well as the use of power series and Laplace methods to solve the governing models.The book's sole purpose is to bring to light the methodologies used in solving a formulated mathematical model, and it is extremely useful for ordinary readers who are interested in the application of mathematics to real-world problems.It is also an excellent resource for undergraduate projects involving haemodynamics and fluid dynamics in general.The book is also useful for early resear...
This book discusses mathematical formulations that represent real-life situations such as atherosclerosis and haemodynamics, as well as the use of power series and Laplace methods to solve the governing models.The book's sole purpose is to bring to light the methodologies used in solving a formulated mathematical model, and it is extremely useful for ordinary readers who are interested in the application of mathematics to real-world problems.It is also an excellent resource for undergraduate projects involving haemodynamics and fluid dynamics in general.The book is also useful for early researchers and postgraduate students studying haemodynamics and differential equations.
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