18325755. COMMUTATIVE 1ULP HARDWARE MULTIPLIER simplified abstract (Intel Corporation)
Contents
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 18325755 titled 'COMMUTATIVE 1ULP HARDWARE MULTIPLIER
Simplified Explanation: This patent application describes a truncated modified Booth multiplier that is commutative and accurate to 1 unit in the last place. The multiplier can be used 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 included in integer, floating-point, or fixed-point units
- Suitable for graphics processors, compute accelerators, matrix accelerator units, or tensor processors
Potential Applications: The technology can be applied in various computing units within graphics processors and compute accelerators, enhancing their performance and accuracy.
Problems Solved: The truncated modified Booth multiplier addresses the need for accurate and efficient multiplication operations within graphics processors and compute accelerators.
Benefits:
- Improved accuracy in multiplication operations
- Enhanced performance in graphics processors and compute accelerators
- Versatile application in different computing units
Commercial Applications: Potential commercial applications include the integration of the truncated modified Booth multiplier in graphics processors, compute accelerators, and other computing units to improve overall performance and accuracy.
Prior Art: Readers can explore prior art related to truncated modified Booth multipliers in the field of computer architecture and digital signal processing.
Frequently Updated Research: Stay updated on the latest research developments related to truncated modified Booth multipliers and their applications in graphics processors and compute accelerators.
Questions about truncated modified Booth multipliers: 1. What are the key advantages of using a truncated modified Booth multiplier in graphics processors? 2. How does the commutative property of the multiplier contribute to its accuracy and efficiency in computing operations?
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.
