Agricultural
University of Athens
Department of Regional
& Economic Development

Mathematics for Economists I

Course Content

Sets, Numbers, Functions, Continuity, Introduction to limits and limit rules, Introduction to derivation of univariate functions - Unary rule - Elasticity applications, The concept of differential, Higher order derivatives, Higher order differentials, Study of function with the help of derivatives - Maximization and minimization of univariate functions, Taylor approach, Economic applications of derivatives - profit maximization - cost minimization, Integrals - Finite integral, methods of integration, definite integral, generalized integrals, Economic applications of integrals, Sequences and series, Series and convergence or divergence criteria - Convergence criteria with positive terms - Series with alternating signs, Sequences

Learning results

The learning outcomes of the course are:

Demonstrated knowledge and understanding of quantitative methods of analysis topics which builds on their general secondary education and, while supported by advanced level scientific textbooks, includes views arising from contemporary developments at the cutting edge of their field of knowledge.

Students will have developed the knowledge acquisition skills they need to continue in further studies with a high degree of autonomy after the teaching of this course.

They will have advanced knowledge in a field of work or study which involves a critical understanding of theories and principles.

They will now possess advanced and specialised skills and techniques, including synthesis and evaluation, required to solve critical problems in research and to extend and redefine existing knowledge.

In summary, the aim of the course is to provide students with mathematical knowledge that is of particular importance in economic analysis. Students will see and learn applications of these methods both in the formulation and exploration of theory and in solving specific economic problems faced by business or policy making. Students will understand the necessity of the prior mathematical knowledge they have acquired and will exercise that knowledge again, and will be able to judge and decide which specific mathematical methods taught in this course are appropriate for solving particular problems. They will practice their correct application, aided by exercises and examples. The applications of these quantitative methods will improve both their understanding of theoretical issues and their mathematical and economic judgment in solving problems. In addition, they will gain valuable mathematical infrastructure knowledge that will undoubtedly be needed by those who decide to continue with postgraduate studies and research.

Bibliography

The basic textbooks are the textbooks "Mathematical Methods in Economics" by A. P. Xepapadeas. Notes on mathematical applications in microeconomic analysis will also be used.

Educational Staff

Panagiotis Mitropoulos

2265072268
pmitro@aua.gr
Panagiotis Mitropoulos is an Assistant Professor at the Department of Regional and […]

NEWSLETTER

Εντάχθηκε στο Γεωπονικό Πανεπιστήμιο Αθηνών (Γ.Π.Α.), Νόμος 4589 – ΦΕΚ 13/Α/29.01.2019. Αρχικά ανήκε στη Σχολή Διοίκησης και Οικονομίας, του πρώην Τ.Ε.Ι. Στερεάς Ελλάδας. Βρίσκεται στην Άμφισσα.
Η διεύθυνση του Τμήματος είναι: Νέο κτήριο, Νέα Πόλη, Άμφισσα, Τ.Κ. 33100
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