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- 8/22/16
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A few dimensions to the question at hand so I'll be concise and feel free to provide insight into all or part of the question. Thanks in advance.
Brief background: I'm in my mid 20s, econ/finance undergrad, and passed the first two levels of the CFA but just got into a good university's undergraduate math program. The goal is to complete calculus 2 and 3, linear algebra, differential equations, and apply to a masters program. I'm attempting to optimally allocate my time.
How do colleges (specifically, masters mathematical finance admissions committees) view the CFA?
Is there any "real world" value in having a masters in mathematical finance and the CFA? In other words, does a masters in math significantly outweigh the benefits of the CFA?
If I self-study calc 2 (topics for my course will include: techniques of integration, volume of solids of revolution, infinite sequences and series, differential equations) and enroll in calc 3, how much of calc 2 is applicable to other math classes/topics (e.g. multivariable calculus, linear algebra, stochastic processes, time series modelling, numerical methods, Brownian motion)?
Thanks again.
Brief background: I'm in my mid 20s, econ/finance undergrad, and passed the first two levels of the CFA but just got into a good university's undergraduate math program. The goal is to complete calculus 2 and 3, linear algebra, differential equations, and apply to a masters program. I'm attempting to optimally allocate my time.
How do colleges (specifically, masters mathematical finance admissions committees) view the CFA?
Is there any "real world" value in having a masters in mathematical finance and the CFA? In other words, does a masters in math significantly outweigh the benefits of the CFA?
If I self-study calc 2 (topics for my course will include: techniques of integration, volume of solids of revolution, infinite sequences and series, differential equations) and enroll in calc 3, how much of calc 2 is applicable to other math classes/topics (e.g. multivariable calculus, linear algebra, stochastic processes, time series modelling, numerical methods, Brownian motion)?
Thanks again.