Pages that link to "Item:Q3441747"

The following pages link to The very unusual properties of the resolvent, heat kernel, and zeta function for the operator −d2∕dr2−1∕(4r2) (Q3441747):

Displaying 14 items.

• Regular singular Sturm-Liouville operators and their zeta-determinants (Q642512) (← links)
• Effective computation of traces, determinants, and \(\zeta\)-functions for Sturm-Liouville operators (Q1628408) (← links)
• The three-dimensional \(O(n)\) \(\varphi^4\) model on a strip with free boundary conditions: exact results for a nontrivial dimensional crossover in the limit \(n\to\infty\) (Q2014447) (← links)
• On self-adjoint boundary conditions for singular Sturm-Liouville operators bounded from below (Q2189774) (← links)
• Heat-trace asymptotics for edge Laplacians with algebraic boundary conditions (Q2352240) (← links)
• Zeta Functions of Elliptic Cone Operators (Q2904902) (← links)
• Trace expansions for elliptic cone operators with stationary domains (Q3065749) (← links)
• Explicit Krein resolvent identities for singular Sturm-Liouville operators with applications to Bessel operators (Q3383842) (← links)
• Heat-kernel expansion on noncompact domains and a generalized zeta-function regularization procedure (Q3442018) (← links)
• Spectral functions for the Schrödinger operator on R+ with a singular potential (Q5249548) (← links)
• Zeta determinant for Laplace operators on Riemann caps (Q5256234) (← links)
• The exotic heat-trace asymptotics of a regular-singular operator revisited (Q5402336) (← links)
• A new example of the effects of a singular background on the zeta function ^* (Q5871956) (← links)
• Determinants of pseudo-Laplacians and \(\zeta^{(\mathrm{reg})}(1)\) for spinor bundles over Riemann surfaces (Q6611192) (← links)