- #1
Anonymous217
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So I'm currently an undergrad at a top math university with ~3.6-7 GPA (probably all A's this semester). Here's my full coursework by the end of this year:
Lower Division:
Multivariable Calculus
Linear Alg. & Diff. Eq.
Discrete Math
Upper Division:
Linear Alg.
Abstract Algebra
Real Analysis
Numerical Analysis
Complex Analysis
Graduate-Level:
Ordinary Diff Eq.
Functional Analysis & General Topology I and II
Multivariable Complex Analysis
Algebraic Topology I and II
Differential Topology
Symplectic Geometry
Kaehler Geometry
Research for 1 year [in Geometric/LD Topology]
Also, I know that LORs make the most difference for admission and while they are highly variable, I think I should have a pretty good one from my research advisor and another from one of my graduate professors who I have a good relationship with.Does this put me ahead of most REU-acceptees? And what's the criteria for a very solid application? I appreciate any response, even if it be obvious. Thanks.
Lower Division:
Multivariable Calculus
Linear Alg. & Diff. Eq.
Discrete Math
Upper Division:
Linear Alg.
Abstract Algebra
Real Analysis
Numerical Analysis
Complex Analysis
Graduate-Level:
Ordinary Diff Eq.
Functional Analysis & General Topology I and II
Multivariable Complex Analysis
Algebraic Topology I and II
Differential Topology
Symplectic Geometry
Kaehler Geometry
Research for 1 year [in Geometric/LD Topology]
Also, I know that LORs make the most difference for admission and while they are highly variable, I think I should have a pretty good one from my research advisor and another from one of my graduate professors who I have a good relationship with.Does this put me ahead of most REU-acceptees? And what's the criteria for a very solid application? I appreciate any response, even if it be obvious. Thanks.
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