Pages that link to "Item:Q4918847"
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The following pages link to OMEGA THEOREMS FOR $\frac{L'}{L}(1, \chi_D)$ (Q4918847):
Displaying 13 items.
- The distribution of Euler-Kronecker constants of quadratic fields (Q493789) (← links)
- Some results on Reed's conjecture about \(\omega ,\Delta \), and \(\chi \) with respect to \(\alpha \) (Q968410) (← links)
- Moments of logarithmic derivatives of \(L\)-functions (Q1675592) (← links)
- Landau and Ramanujan approximations for divisor sums and coefficients of cusp forms (Q2102147) (← links)
- The distribution of values of \(\frac{L^\prime}{L}(1 / 2 + \epsilon, \chi_D)\) (Q2162838) (← links)
- Omega theorems for a class of \(L\)-functions. (A note on the Rankin-Selberg zeta-function) (Q2466277) (← links)
- Distribution of values of \(L'/L(\sigma,\chi_D)\) (Q2801890) (← links)
- Logarithmic derivatives of Artin -functions (Q4923463) (← links)
- Overview of the Work of Kumar Murty (Q5014815) (← links)
- Effective bounds on differences of singular moduli that are <i>S</i>-units (Q5877297) (← links)
- On values of logarithmic derivative of L-function attached to modular form (Q5877894) (← links)
- A closed-form expression for the Euler-Kronecker constant of a quadratic field (Q6144581) (← links)
- Characteristic polynomials of orthogonal and symplectic random matrices, Jacobi ensembles \& \(L\)-functions (Q6592967) (← links)
