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BSc Econometrics and Mathematical Economics

London School of Economics and Political Science ยท England ยท BSC-ECONOMETRICS-AND-MATHEMATIC-1hr2ltl

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BSc Econometrics and Mathematical Economics is a Undergraduate degree at London School of Economics and Political Science, England, typically 3 years of full-time study. It covers areas like financial accounting, corporate finance, economic history, economics, financial mathematics, mathematical economics. The summary below is compiled from public course information โ€” approximate, not official.

University
London School of Economics and Political Science
Level
Undergraduate
Duration
3 years

What you'll study in BSc Econometrics and Mathematical Economics

economic-historybehavioural-economicscorporate-financemathematical-economicsfinancial-accountingeconomicsfinancial-mathematicscalculusstatistical-computingfinancefinancial-analysishistory-of-sciencedevelopmental-psychologyapplied-mathematics

Example subjects: History of Economics: How Theories Change, Games and Economic Behaviour, The Origins of Growth, Principles of Finance I, Principles of Finance II, Methods in Calculus and Linear Algebra, Elementary Statistical Theory I.

Frequently asked questions

How long is BSc Econometrics and Mathematical Economics?

BSc Econometrics and Mathematical Economics at London School of Economics and Political Science is typically 3 years of full-time study. Approximate โ€” confirm with the university.

What will I study in BSc Econometrics and Mathematical Economics?

BSc Econometrics and Mathematical Economics covers areas like economic-history, behavioural-economics, corporate-finance, mathematical-economics, financial-accounting, economics, financial-mathematics, calculus.

Who offers BSc Econometrics and Mathematical Economics?

BSc Econometrics and Mathematical Economics is offered by London School of Economics and Political Science, England.

Considering BSc Econometrics and Mathematical Economics?

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Sources: London School of Economics and Political Science official course page. Information is compiled and summarised โ€” not copied verbatim โ€” and is approximate; always confirm with the original source.

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