activity
20162025
most citedOn a Relation between Spectral Theory of Lens Spaces and Ehrhart Theory

3 citations · 3 across the 5 of their papers we have counts for

collaborators

6 papers

eess.SP2025

Binary Deterministic Sensing Matrix Construction Using Manifold Optimization

Mohamad Mahdi Mohades, Hossein Mohades, S. Fatemeh Zamanian

Binary deterministic sensing matrices are highly desirable for sampling sparse signals, as they require only a small number of sum-operations to generate the measurement vector. Fu…

cs.CR2018

Application of Lowner-John Ellipsoid in the Steganography of Lattice Vectors and a Review of The Gentry's FHE

Hossein Mohades, Mohamad Kadkhoda, Mohamad Mahdi Mohades

In this paper, first, we utilize the Lowner-John ellipsoid of a convex set to hide the lattice data information. We also describe the algorithm of information recovery in polynomia…

math.RA2016

and Valued Holomorphic Functions over Graphs

Hossein Mohades

The definition of a holomorphic function over a general measurable space endowed with a Markov process is defined by Zeghib and Barre. In this article we consider holomorphic f…

math.SP2016

Harmonic-Counting Measures and Spectral Theory of Lens Spaces

H. Mohades, B. Honari

In this article, associated with each lattice the concept of a harmonic-counting measure on a sphere is introduced and it is applied to de…

math-ph2016

Hearing the Symmetries of Crystal Lattices from the Integrated Acoustic Spectrum

B. Honari, H. Mohades

Let be a crystal and be a periodic realization of it in , also let be the lattice group of which preserves the covering space nature of crystal lat…

math.DG2016★ 3 cited

On a Relation between Spectral Theory of Lens Spaces and Ehrhart Theory

H. Mohades, B. Honari

In this article Ehrhart quasi-polynomials of simplices are employed to determine isospectral lens spaces in terms of a finite set of numbers. Using the natural lattice associated w…