COMMUTATIVE 1ULP HARDWARE MULTIPLIER

Organization Name

Inventor(s)

Theo Alan Drane of El Dorado Hills CA (US)

COMMUTATIVE 1ULP HARDWARE MULTIPLIER - A simplified explanation of the abstract

This abstract first appeared for US patent application 20240311083 titled 'COMMUTATIVE 1ULP HARDWARE MULTIPLIER

The abstract describes a truncated modified Booth multiplier that is commutative and accurate to 1 unit in the last place. The multiplier can be a radix-4 or radix-8 Booth multiplier and can be included in various units within a graphics processor or compute accelerator.

Simplified Explanation:

The patent application discusses a truncated modified Booth multiplier that is commutative and accurate to 1 unit in the last place, suitable for inclusion in various units within a graphics processor or compute accelerator.

Key Features and Innovation:

- Truncated modified Booth multiplier - Commutative and accurate to 1 unit in the last place - Can be a radix-4 or radix-8 Booth multiplier - Suitable for integer, floating-point, or fixed-point units within a graphics processor or compute accelerator

Potential Applications:

- Graphics processors - Compute accelerators - Matrix accelerator units - Tensor processors

Problems Solved:

- Achieving accurate multiplication results - Enhancing performance in graphics processing and computing tasks

Benefits:

- Improved accuracy in multiplication - Enhanced performance in graphics processing - Increased efficiency in computing tasks

Commercial Applications:

- Potential commercial uses in graphics processors, compute accelerators, and other computing devices - Market implications include improved performance and efficiency in various applications

Questions about Truncated Modified Booth Multiplier:

1. How does the commutative property of the multiplier impact its performance? 2. What are the differences between a radix-4 and radix-8 Booth multiplier in terms of accuracy and efficiency?

Frequently Updated Research:

- Stay updated on advancements in truncated modified Booth multiplier technology - Explore research on improving accuracy and efficiency in multiplication algorithms.

Original Abstract Submitted

described herein is a truncated modified booth multiplier that is commutative and accurate to 1 unit in the last place. in various embodiments, the truncated booth multiplier is a radix-4 booth multiplier or a radix-8 booth multiplier. the truncated booth multiplier can be included within integer, floating-point, or fixed-point units within a graphics processor or compute accelerator, including matrix accelerator units or tensor processors.