J. Stanfill

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20242026

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math-ph2024

The exotic structure of the spectral $I^¶$ -function for the SchrÃ¶dinger operator with PÃ¶schl--Teller potential

Guglielmo Fucci, Jonathan Stanfill

This work focuses on the analysis of the spectral $I^¶$ -function associated with a SchrÃ¶dinger operator endowed with a PÃ¶schl--Teller potential. We construct the spectral $I^¶$ -fun…

math-ph2024

The spectral $I^¶$ -function for quasi-regular Sturm--Liouville operators

Guglielmo Fucci, Mateusz Piorkowski, Jonathan Stanfill

In this work we analyze the spectral $I^¶$ -function associated with the self-adjoint extensions, $T_{A, B}$ , of quasi-regular Sturm--Liouville operators that are bounded from below.…

The exotic structure of the spectral I^¶-function for the SchrÃ¶dinger operator with PÃ¶schl--Teller potential

The spectral I^¶-function for quasi-regular Sturm--Liouville operators

The exotic structure of the spectral $I^¶$ -function for the SchrÃ¶dinger operator with PÃ¶schl--Teller potential

The spectral $I^¶$ -function for quasi-regular Sturm--Liouville operators