- #1
rad0786
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So here is the situation:
I'm starting my third year this September in Applied Math..and I have to decide between 2 different math courses...
1. Algebra 1
An introduction to group theory, including Sylow theorems and structure of finitely generated Abelian groups; applications of group theory.
2. STOCHASTIC PROCESSES
Random walk, Markov chains, discrete and continuous parameter Markov processes, branching processes, birth and death processes, queuing processes.
Which one would be more usefull when it comes to applying for Graduate School? Which one is easier? What are the applications of Algebra vs Stochastic processes?
Any ideas/help would be greatly appreciated.
Thanks
I'm starting my third year this September in Applied Math..and I have to decide between 2 different math courses...
1. Algebra 1
An introduction to group theory, including Sylow theorems and structure of finitely generated Abelian groups; applications of group theory.
2. STOCHASTIC PROCESSES
Random walk, Markov chains, discrete and continuous parameter Markov processes, branching processes, birth and death processes, queuing processes.
Which one would be more usefull when it comes to applying for Graduate School? Which one is easier? What are the applications of Algebra vs Stochastic processes?
Any ideas/help would be greatly appreciated.
Thanks