Pages that link to "Item:Q2838628"
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The following pages link to Higher Kronecker ``limit'' formulas for real quadratic fields (Q2838628):
Displaying 19 items.
- A Kronecker limit formula for totally real fields and arithmetic applications (Q680042) (← links)
- Special values of partial zeta functions of real quadratic fields at nonpositive integers and the Euler-Maclaurin formula (Q1941766) (← links)
- Extended higher Herglotz function. II (Q2091035) (← links)
- Explicit transformations of certain Lambert series (Q2146913) (← links)
- The Kronecker-Vahlen theorem fails in real quadratic norm-Euclidean fields (Q2229704) (← links)
- On a zeta function associated to a quadratic order (Q2301578) (← links)
- Kronecker's first limit formula, revisited (Q2319751) (← links)
- On Kronecker limit formulas for real quadratic fields (Q2469227) (← links)
- Arithmetic properties of the Herglotz function (Q2691798) (← links)
- (Q4094955) (← links)
- Holomorphic Automorphic Forms and Cohomology (Q4645839) (← links)
- Arithmetic properties of the Herglotz-Zagier-Novikov function (Q6058889) (← links)
- Explicit transformations for generalized Lambert series associated with the divisor function \(\sigma_a^{(N)}(n)\) and their applications (Q6076976) (← links)
- Shintani-Barnes cocycles and values of the zeta functions of algebraic number fields (Q6158354) (← links)
- A Kronecker limit formula for indefinite zeta functions (Q6162753) (← links)
- Extended higher Herglotz functions. I: Functional equations (Q6184902) (← links)
- Integrality of the higher Rademacher symbols (Q6594394) (← links)
- Recent developments pertaining to Ramanujan's formula for odd zeta values (Q6617248) (← links)
- Higher Rademacher Symbols (Q6657559) (← links)