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Submitted by admin on Sat, 08/14/2021 - 09:34

About the Programme|

Bachelor of Science programme in Mathematics and Economics offers a flexible degree course with IT which provides a foundation in Mathematics and Economics. This degree programme is designed to engage with and complement the existing programmes from the School of Mathematics, Statistics and Actuarial Science on one hand and the School of Business and Economics on the other. The graduates of the programme will be best suited for postgraduate training in either mathematics or economics.
Objectives
The main objectives of this programme are to:
•    Equip the learner with a solid mathematical foundation and understanding of economics.
•    Give learners the opportunity to receive a training which prepares them for: Postgraduate studies and research in mathematics or economics and a career in scientific, banking or business areas requiring mathematical or statistical background.
Programme Courses

Year 1: Semester 1    
MMA 100     Basic Mathematics  
MMA 109     Foundation of Pure Mathematics  
MMA 111     Introduction to Calculus  
MAS  101     Descriptive Statistics  
MAS 103     Introduction to Probability Theory  
MAC 107     Introduction to Actuarial Science  
MIT 101     Basic Concepts of IT  
MIT 103     Web Browsing and Communication  
BEC 111     Introduction to Microeconomics  
BEC 113     Mathematics for Economists I  
BEC 115     African Economics Problems  
     
Year 1: Semester 2    
MMA 101     Analytical Geometry  
MMA 103     Linear  Algebra I  
MMA 110     Foundation of Applied Mathematics  
BEC 121     Introduction to Macroeconomics  
BEC 122     Mathematics for Economists II  
BEC 123         Comparative Economic Systems  
MAS 102     Probability and Distribution Theory I  
MAC 102     Fundamentals of Actuarial Methods I  
MAS 106     Introduction to Biostatistics  
MAC 104     Linear Models and Forecasting  
MIT 103     Handling Data  
MIT 104     Descriptive Statistical Analysis and Presentations.  
PHT 112     HIV/AIDS  
     
Year 2: Semester 1    
MMA 202     Vector Analysis  
MMA 203     Classical Mechanics  
MMS 215     Calculus  
MMA 217     Numerical Convergence  
BEC 211     Intermediate Microeconomics  
BEC 212     Economics Statistics  
BEC 213     History of Economic Thought I  
MIT 201     Statistical Computing I  
MIT 203     Collecting and organising data  
MAS 201     Sample Surveys  
MAS 203     Economic Statistics  
MAS 207         Probability and Distribution Theory II  
MAC 201     Financial Mathematics I  
     
Year 2: Semester 2    
MMA 201     Linear Algebra II  
MMA 204     Dynamics I  
MMA 206     Algebraic Structures  
MMA 216     Multivariate Calculus  
MMA 208     Introduction to Analysis  
BEC 221     Intermediate Macroeconomics  
BEC 224       Agricultural Economics    
BEC 226     History of Economic Thought II  
MIT 202     Data Management  
MIT 204     Scientific Report Reading, Writing and Presentation  
MAS 202     Principles of Statistical Inference  
MAS 204        Demography and Social Statistics   
MAC 204     Theory of Interest  
MAC 208     Risk Theory  
MAC 210     Investment and Asset Management I  
     
Year 3: Semester 1    
MMA 300     Real Analysis I  
MMA 301     Ordinary Differential Equations I  
MMA 307     Methods I  
MMA 308     Fluid Mechanics I  
MMA 319     Numerical Mathematics I  
MIT 301     Computer based Survey Techniques  
MIT303     Computers applied to Mathematics  
BEC 311     Advance Microeconomics  
BEC 314     Quantitative Methods I  
BEC 312     Urban Economics  
BEC 313     Money and Banking  
BEC 319     Transport Economics  
BEC 315     Demographic Economics  
BEC 317     Managerial  Economics  
BEC 318     Institutional Economics  
MAS 303     Estimation Theory  
MAS 305     Stochastic Processes I  
MAS 307     Theory of sampling Techniques  
MAS 309     Time Series Analysis and Forecasting  
MAS 311     Statistical Demography I  
MAS 313     Principles of Econometrics  
MAS 315     Statistical Genetics  
MAC 301     Methods of Actuarial Investigations I  
MAC 303     Actuarial Mathematics II  
MAC 305     Pension Mathematics  
MAC 307     Financial Economics I  
     
Year 3: Semester 2    
MMA 303     Complex Analysis I  
MMA 302     Linear Algebra III  
MMA 304     Group Theory I  
MMA 309     Real Analysis II  
MMA 310     Dynamics II  
MMA 312     Operations Research I  
MMA 315     Quality control and acceptance sampling  
MMA 316     Regression Analysis and Analysis of Variance  
MIT 302     Statistical Computing II  
MIT 304     Introduction to object oriented programming  
BEC 322     Advance Macroeconomics  
BEC 323     Economics Statistics II  
BEC 324     Quantitative Methods II  
BEC 325     Financial Economics  
BEC 326     Industrial Economics  
BEC 327     The World Food Economy  
BEC 328     Economic policy Analysis  
BEC 329     Economics for Decision Making  
MAS 302     Mathematical Methods  
MAS 304     Test of Hypotheses  
MAS 306     Statistical Modelling  
MAS 308     Analysis of Experimental Designs I  
MAS 310     Stochastic Decision Models I  
MAS 314     Research Methodology  
MAC 300     Financial Mathematics II  
MAC 302       Methods of Actuarial investigations II    
MAC 304     Actuarial Life Contingencies I  
     
Year 3: Semester 3    
MAS 317     Industrial Attachment  
     
Year 4: Semester 1    
MMA 401     Ring Theory  
MMA 403     Topology I  
MMA 404     Complex Analysis II  
MMA 405     Partial Differential Equations I  
MMA 409     Differential Geometry  
MMA 412     Fluids Mechanics II  
MMA 413     Methods II  
MMA 417     Group Theory II  
MMA 420     Operation Research II  
MMA 431        Numerical Mathematics II   
MIT 401     Bayesian Modelling  
MIT 403     Writing Macros      
BEC 411     Development Economics  
BEC 412     Research Methods  
BEC 413     International Economics  
BEC 414     Project Appraisal and Evaluation  
BEC 415     Operations Analysis I  
BEC 417     Environmental and Natural Economics  
BEC 418     Economics of Cooperative Movement  
BEC 419     Energy economics  
MAS 401     Further Distribution Theory  
MAS 403     Non Parametric methods  
MAS 405     Analysis of Experimental Designs II  
MAS 407     Further Time series Analysis  
MAS 409     Further Sample Survey Theory and Methods  
MAS 411     Stochastic Decision Models II  
MAS 413     Stochastic Models for Biological Processes  
MAS 415     Biometric Models  
MAS 417     Statistical Demography II  
MAS 419     Econometric Models I  
MAS 421     Stochastic Processes II  
MAS 423     Practical Statistics  
MAS 425     Labour Dynamics  
MAS 427     Agricultural Indices  
MAS 429     Energy Analysis  
MAS 431     Teaching of Statistics  
MAC 401     Mathematics of Demography and Graduation  
MAC 403     Actuarial Life Contingencies II  
MAC 405      Investment and Asset Management II     
MAC 407     Principles of Financial Management  
MAC 409     Project in Actuarial Science  
MAC 411     Theory of Business decisions  
MAC 415     Survival Analysis  
     
Year 4: Semester 2    
MMA 402     Measure Theory  
MMA 407     Field Theory  
MMA 408     Topology II  
MMA 410     Functional Analysis  
MMA 411     Partial Differential Equations II  
MMA 414     Fourier Analysis  
MMA 416     Galois Theory  
MMA 418     Algebraic Geometry  
MMA 429     Operations Research III  
BEC 421     Public Finance and Fiscal Policy  
BEC 422     Development Planning  
BEC 423     Elementary Econometrics  
BEC 425     Health Economics  
BEC 424     Monetary Theory and Policy  
BEC 427     Islamic  Economics  
BEC 426     Operations Analysis II  
MAS 402     Bayesian Inference and Decision Theory  
MAS 406     Robust Methods and Non-Parametrics  
MAS 408     Multivariate Methods  
MAS 410     Statistic Model Building  
MAS 412     Stochastic Models for social Processes  
MAS 414     Survey Research  Methods  
MAS 416     Quality Control Methods  
MAS 418     Applied Population Analysis  
MAS 420     Applied demography  
MAS 422     Econometric Models II  
MAS 424     Applied Econometrics  
MAS 426     Statistical Computing III  
MAS 428     Response Surface Methodologies  
MAS 430     Educational Statistics  
MAS 432     Health Indicators  
MAS 434     Government Financial Structure  
MAS 436     Environmental / Ecological Indicators  
MAS 438     Statistical Organization  
MAC 404     Computational Finance  
MAC 406     Risk and Credibility Theory  
MAC 408     Risk Mathematics  
MAC 410     Fundamentals of General Insurance  
MIT 402     Problem based Statistical Analysis  
MIT 404     Algorithms  
MIT 406     Programming Project  

Programme Requirements

Admission Requirements
Applicants eligible for admission into the program must:
•    Satisfy the minimum entry requirements for admission to the University and the School of Mathematics, Statistics and Actuarial Science.
•    Attain a B-(minus) in Mathematics at KCSE or equivalent.

Duration of the Programme
The duration of the program shall normally be four (4) academic years.
Teaching methods in all units shall include lectures, seminars, tutorials, discussions.


Degree Structure
The program offers courses within the degree structure spelled out by the Faculty.

Course Structure
•    The Department offers courses in terms of units as defined by the faculty.
•    There shall be CORE, ELECTIVE and REQUIRED courses. Core courses are mandatory, while Elective and Required courses may be chosen by students as preferred in fulfilling the full-time load requirement.
•    A student will take a minimum of 14 and a maximum of 16 units in each year of study.  Students wishing to take more than 16 units will require Senate approval.
•    There shall be an industrial attachment at the end of third year.

 

Course Category
Course Teaser

About the Programme|

Bachelor of Science programme in Mathematics and Economics offers a flexible degree course with IT which provides a foundation in Mathematics and Economics. This degree programme is designed to engage with and complement the existing programmes from the School of Mathematics, Statistics and Actuarial Science on one hand and the School of Business and Economics on the other. The graduates of the programme will be best suited for postgraduate training in either mathematics or economics.

Department