2 units · BME department course · Nigerian universities
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What you'll be able to do (official learning outcomes)
Students should be able to:
demonstrate the knowledge of the mathematical concepts applied in biomedical engineering, including linear relations and functions, systems of inequalities
apply the best mathematical method for addressing a particular bioengineering problem
formulate bioengineering problems in terms of appropriate mathematical modelling methods
analyse biological data using appropriate mathematical methods
evaluate the output of the mathematical modelling methods concerning the underlying biological processes
manipulate experimental data using mathematical methods;
assess the output of the mathematical analysis of a bioengineering problem.
Course contents
Advanced mathematical concepts: linear relations and functions; systems of equations and inequalities; polar coordinates and complex numbers; exponential and logarithmic functions; iteration; statistics and data Analysis; limits, derivatives and integrals: applications of differentiation and integration. Mathematical methods and Models: numerical methods; finite differences; solutions of differential equations; role and application of models in biology and medicine. Computer simulations: Development of computer simulation techniques to study physiological system.
Source: the Nigerian Universities Commission (NUC) Core Curriculum and Minimum Academic Standards (CCMAS). StudyOps loads this syllabus automatically when you study BME 401.