Jeong-A Lee

collaborators

2 papers

cs.AR2024

Modulo- $(2^{2 n} + 1)$ Arithmetic via Two Parallel n-bit Residue Channels

Ghassem Jaberipur, Bardia Nadimi, Jeong-A Lee

Augmenting the balanced residue number system moduli-set ${m_{1} = 2^{n}, m_{2} = 2^{n} - 1, m_{3} = 2^{n} + 1}$ , with the co-prime modulo $m_{4} = 2^{2 n} + 1$ , increases the dynamic range (DR) by around 70%.…

cs.AR2024

Forward and Reverse Converters for the Moduli-Set ${2^{2 q + 1}, 2^{q} + 2^{q - 1} \pm 1}$

Ghassem Jaberipur, Bardia Nadimi, R. Kazemi +1

Modulo- $(2^{q} + 2^{q - 1} \pm 1)$ adders have recently been implemented using the regular parallel prefix (RPP) architecture, matching the speed of the widely used modulo-$(2^q \pm 1)…

Modulo-(22n+1) Arithmetic via Two Parallel n-bit Residue Channels

Forward and Reverse Converters for the Moduli-Set {22q+1,2q+2q−1±1}

Modulo- $(2^{2 n} + 1)$ Arithmetic via Two Parallel n-bit Residue Channels

Forward and Reverse Converters for the Moduli-Set ${2^{2 q + 1}, 2^{q} + 2^{q - 1} \pm 1}$