Tom

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Name	Tom
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I'm interested in modular forms and complex geometry

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Are there cusp forms for the full modular group Sp(2,Z) and representations det^3 \otimes Sym^2j(\rho_standard)

nt.number-theory cv.complex-variables modular-forms existence-theorems symmetric-power

jul 19 at 2:48 ncr 106●1●3

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Reference on generators of subgroups of symplectic groups

nt.number-theory sg.symplectic-geometry modular-forms reference-request gr.group-theory

apr 2 at 15:30 Tom 41●1●3

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Interesting applications (in pure mathematics) of first-year calculus

Reference on generators of subgroups of symplectic groups

Solve for $A$ and $B$ in $AXB=Y$

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nt.number-theory× 2
modular-forms× 2
symmetric-power
sg.symplectic-geometry
reference-request
real-analysis
motivation
linear-algebra
gr.group-theory
existence-theorems

cv.complex-variables
calculus
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applications
algorithms
ac.commutative-algebra

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