Behrooz Mosallaei

activity

20232026

collaborators

5 papers

cs.LG2026

Short-Term Electricity Demand Forecasting for New England: A Comprehensive Machine Learning Benchmark with Weather, Calendar, and COVID-19 Indicators

Reza Ghanavati, Behrooz Mosallaei

Accurate short-term electricity demand forecasting is critical for reliable power system operation, energy market planning, and infrastructure optimization. This paper benchmarks t…

cs.IT2024

Goppa Codes: Key to High Efficiency and Reliability in Communications

Behrooz Mosallaei, Farzaneh Ghanbari, Sepideh Farivar +1

In this paper, we study some codes of algebraic geometry related to certain maximal curves. Quantum stabilizer codes obtained through the self orthogonality of Hermitian codes of t…

math.NT2024

The $a$ -number of $y^{n} = x^{m} + x$ over finite fields

Behrooz Mosallaei, Sepideh Farivar, Farzaneh Ghanbari +1

This paper presents a formula for $a$ -number of certain maximal curves characterized by the equation $y^{\frac{q + 1}{2}} = x^{m} + x$ over the finite field $F_{q^{2}}$ . $a$ -num…

math.NT2024

The $a$ -number of $y^{q^{2} + q + 1} = x^{q^{2} + 1} + x^{q}$ over finite field

Vahid Nourozi, Behrooz Mosallaei

In this paper, we compute a formula for the $a$ -number of curve $X$ given by the equation $y^{q^{2} + q + 1} = x^{q^{2} + 1} - x^{q}$ over the finite field $F_{q^{2}}$ . T…

math.AC2023

Hurwitz series rings satisfying a zero divisor property

Behrooz Mosallaei, Moein Afrouzmehr, Danial Abshari +1

In this paper, we study zero divisors in Hurwitz series rings and Hurwitz polynomial rings over general noncommutative rings. We first construct Armendariz rings that are not Armen…