AbstractMultiplications in many of the DSP applications are implemented by fixed-width multipliers primarily due to its low hardware complexity, less operation delay time and reduced power consumption. This paper presents an error compensation method for a fixed-width multiplier that receives two n-bit inputs and produces n-bit product. For the generation of error compensation bias, Booth encoder outputs have been employed. In order to compensate for truncation error and to generate the error compensation bias efficiently, truncated bits are divided into two groups and the carry estimation is done through exhaustive simulations. The simulation results reveal that the proposed method reduces the truncation error significantly compared with t...
The suggested ANT architecture can satisfy the need for high precision, low power consumption, and a...
[[abstract]]In this work, two designs of low-error fixed-width sign-magnitude parallel multipliers a...
Truncated multipliers compute the n most-significant bits of the n × n bits product. This paper focu...
AbstractMultiplications in many of the DSP applications are implemented by fixed-width multipliers p...
Abstract — This paper focuses on the design of high accuracy fixed width booth multiplier using line...
AbstractIn this paper, using Radix-4 Modified Booth Encoding (MBE) algorithm high accuracy fixed wid...
A novel scheme to design the hardware for error compensation function which self-compensates the tru...
This paper focuses on fixed-width multipliers with linear compensation function by investigating in ...
The aim of project is to design a proposed truncated multiplier with less area utilization and low p...
In this paper, we develop a new methodology for designing a lower-error and area-time efficient 2 s-...
Fixed-width Booth multipliers (FWBMs) generate a product with the same bit width as the operand and ...
International audienceThis paper presents an error compensation method for truncated multiplication....
Niniejszy artykuł prezentuje nową metodę kompensacji błędu odcięcia dla mnożenia o stałej szerokości...
Abstract- Multiplication of two bits produces an output which is twice that of the original bit. It ...
Approximate computing is a promising technique to elevate the performance of digital circu...
The suggested ANT architecture can satisfy the need for high precision, low power consumption, and a...
[[abstract]]In this work, two designs of low-error fixed-width sign-magnitude parallel multipliers a...
Truncated multipliers compute the n most-significant bits of the n × n bits product. This paper focu...
AbstractMultiplications in many of the DSP applications are implemented by fixed-width multipliers p...
Abstract — This paper focuses on the design of high accuracy fixed width booth multiplier using line...
AbstractIn this paper, using Radix-4 Modified Booth Encoding (MBE) algorithm high accuracy fixed wid...
A novel scheme to design the hardware for error compensation function which self-compensates the tru...
This paper focuses on fixed-width multipliers with linear compensation function by investigating in ...
The aim of project is to design a proposed truncated multiplier with less area utilization and low p...
In this paper, we develop a new methodology for designing a lower-error and area-time efficient 2 s-...
Fixed-width Booth multipliers (FWBMs) generate a product with the same bit width as the operand and ...
International audienceThis paper presents an error compensation method for truncated multiplication....
Niniejszy artykuł prezentuje nową metodę kompensacji błędu odcięcia dla mnożenia o stałej szerokości...
Abstract- Multiplication of two bits produces an output which is twice that of the original bit. It ...
Approximate computing is a promising technique to elevate the performance of digital circu...
The suggested ANT architecture can satisfy the need for high precision, low power consumption, and a...
[[abstract]]In this work, two designs of low-error fixed-width sign-magnitude parallel multipliers a...
Truncated multipliers compute the n most-significant bits of the n × n bits product. This paper focu...