3 papers
math.CA2013
Agmon-Kolmogorov inequalities on
Arman Sahovic
Landau-Kolmogorov inequalities have been extensively studied on both continuous and discrete domains for an entire century. However, the research is limited to the study of functio…
math.FA2013
New Constants in Discrete Lieb-Thirring Inequalities for Jacobi Matrices
Arman Sahovic
This paper is essentially derived from the observation that some results used for improving constants in the Lieb-Thirring inequalities for Schrodinger operators in L2(-\infty,\in…
math.FA2013
Spectral Bounds for Polydiagonal Jacobi Matrix Operators
Arman Sahovic
The research on spectral inequalities for discrete Schrodinger Operators has proved fruitful in the last decade. Indeed, several authors analysed the operator's canonical relation…