Jitendra Prakash

collaborators

2 papers

math.NT2026

Inverses of six classes of permutation polynomials of the form $x + I^^{3} Tr_{q}^{q^{2}} (h (x))$ over finite fields of even characteristic

Rajesh P. Singh, Dinesh Kumar, Jitendra Prakash

Recently, Jiang et al. \cite{JIANG2025102522} obtained several classes of Permutation Polynomial of the form $x + I^^{3} Tr_{q}^{q^{2}} (h (x))$ over finite fields $\mathbb{F}_{q…

quant-ph2025

No-signalling-projection-invariant Bell inequalities

Soumyadip Patra, Jitendra Prakash, Aaditya Paudel +1

In this paper, we highlight how any Bell inequality for a configuration involving $n$ parties each performing one of $m$ binary-outcome measurements has a canonical form that is no…

Inverses of six classes of permutation polynomials of the form x+I^3Trqq2​(h(x)) over finite fields of even characteristic

No-signalling-projection-invariant Bell inequalities

Inverses of six classes of permutation polynomials of the form $x + I^^{3} Tr_{q}^{q^{2}} (h (x))$ over finite fields of even characteristic