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1
Modular Forms 001
function
modular
theorem
γ0
map
γτ
complex
functions
lecture
holomorphic
defined
equal
forms
equation
assume
finite
coefficients
ϑ00
theta
subgroup
isomorphism
consider
ϑ0
positive
formula
λ0
isomorphic
lattice
lemma
define
hecke
modulo
corollary
fourier
meromorphic
defines
linear
algebraic
implies
operators
polynomial
prove
riemann
2πi
compact
expansion
zero
shows
subset
weight
Language:
english
File:
PDF, 824 KB
Your tags:
0
/
0
english
2
Lectures on modular forms
UMich
Dolgachev I.
function
modular
theorem
map
γτ
functions
complex
lecture
holomorphic
defined
γ0
equal
forms
equation
assume
finite
coefficients
theta
subgroup
isomorphism
consider
ϑ0
positive
ϑ00
formula
isomorphic
lattice
lemma
define
hecke
modulo
corollary
fourier
meromorphic
defines
linear
ω1
2πi
algebraic
implies
operators
polynomial
prove
riemann
compact
expansion
zero
shows
subset
weight
Year:
1998
Language:
english
File:
PDF, 1.00 MB
Your tags:
0
/
0
english, 1998
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