Mathematics for Biosciences

Home E Syllabus and Course of Studies E Mathematics for Biosciences

ΒΒ0106 | ECTS Units: 3
Theory:
3 hours/week

Learning outcomes

Students will gain proficiency in mathematical methods that support a deeper understanding of curriculum subjects in areas such as Chemistry, Biostatistics, Bioinformatics, Biophysics, and Biochemical Engineering. By the end of the course, students are expected to:

  • Demonstrate the ability to apply mathematical concepts and techniques to solve fundamental scientific problems in Biochemistry and Biotechnology through a structured and systematic approach.
  • Enhance critical thinking skills by evaluating and verifying results.
  • Be able to interpret the results in terms of the modeled problem through mathematics.
  • Be able to use and apply definitions and concepts from Infinite Calculus in a purely mathematical or applied environment.

Syllabus

  • BASIC MATHEMATICS: Mathematical notation and operators. Fractions. Percentages. Functions. Graphs.
  • ALGEBRA: Powers – Logarithms. Units and conversions. Factorization. Solving equations. Simultaneous equations.
  • GEOMETRY and TRIGONOMETRY: Geometry. Trigonometry. Polar coordinates.
  • DIFFERENTIATION: Introduction to differentiation. Differentiating polynomials, trigonometric functions, exponential and logarithmic functions. Rules of differentiation. Chain Rule. Determination of stationary points. Partial Derivative
  • INTEGRATION: Introduction to int Integrating polynomials, trigonometric functions, exponential functions. Determination of the constant of integration. Integrals with limits.
  • DIFFERENTIAL EQUATIONS
  • VECTORS
  • COMPLEX NUMBERS
  • MΑTRICES

Student performance evaluation

Student assessment is based on their performance in written examinations administered at the end of the semester, where they are required to solve a series of exercises.

Suggested bibliography

  • Zagouras, G.Ch. and Georgiou, D.N. (2019). General Mathematics. NewTech-Pub (in greek).
  • Vrizidis, L., Makrigiannis, Ar. and Sassalos, Sp. (2016). General Mathematics. Synchroni Ekdotiki (in greek).

Teaching material / E-class

https://eclass.uth.gr/courses/BIO_U_197/

Lecturers

Sotirios Marras
(Course Coordinator)