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Show that coefficients of $\eta(z)^2 \eta(11z)^2$ are multiplicative

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#modular-forms #l-functions #euler-product
64
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On coefficients of L-functions

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#number-theory #zeta-functions #l-functions
38
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Local parameter of $L(s,f)$ at infinity $k_j$

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#analytic-number-theory #zeta-functions #l-functions
140
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Why do we study moment of Riemann zeta function and moment of Dirichlet L-function?

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#analytic-number-theory #riemann-zeta #l-functions
177
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Question regarding the number of zeros of Dirichlet L-function

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#number-theory #reference-request #dirichlet-series #l-functions
945
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Bounds for Dirichlet L-functions

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#dirichlet-series #l-functions
184
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Generalization of a $\det$ series for $\zeta_{\mathbb{Q}(\zeta_k)}$

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#zeta-functions #class-field-theory #cyclotomic-fields #l-functions
218
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Euler product for $ \eta(z)^2 \eta(2z) \eta(4z) \eta(8z)^2 $

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#number-theory #modular-forms #dirichlet-series #l-functions #euler-product
81
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uniform convergence of $L(s,\chi)$ for $\Re(s) ≥ 1 + \delta$ " due to absolute convergence for $\Re(s)>1$?

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#uniform-convergence #dirichlet-series #l-functions
89
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Study L-function associated to elliptic curves

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#representation-theory #elliptic-curves #l-functions
165
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How to interpret the symbol $L( \frac{1}{2}, \pi \times \chi)$?

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#modular-forms #l-functions #adeles
794
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Is the Generalized Riemann Hypothesis thought to be true?

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#number-theory #riemann-hypothesis #l-functions
116
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Washington's Formula for $p$-adic $L$ function

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#number-theory #p-adic-number-theory #l-functions
4.3k
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what does the "L" in "L-function" stand for?

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#terminology #special-functions #l-functions
723
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Computing (on a computer) the first few (non-trivial) zeros of the zeta function of a number field

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#number-theory #numerical-methods #computational-mathematics #l-functions

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