Location History:
- New Delhi, IN (2004)
- Buffalo, NY (US) (2011)
Company Filing History:
Years Active: 2004-2011
Title: Atri Rudra: Innovator in Computational Methods
Introduction
Atri Rudra is a notable inventor based in Buffalo, NY (US). He has made significant contributions to the field of computational methods, particularly in the areas of list processing and Galois Field arithmetic. With a total of 2 patents, his work showcases innovative approaches to complex problems in computer science.
Latest Patents
Rudra's latest patents include an "Adaptive greedy method for ordering intersecting of a group of lists into a left-deep AND-tree." This invention provides a method for efficiently ordering intersecting lists, beginning with the selection of a top list and estimating intersections with remaining lists. Another significant patent is focused on "Processing Galois Field arithmetic," which involves efficient parallel processing of algorithms using data slicing techniques on SIMD architectures. This method allows for faster execution of arithmetic operations in Galois Field GF(2), enhancing computational efficiency.
Career Highlights
Atri Rudra is currently employed at IBM, where he continues to develop innovative solutions in computational methods. His work has been instrumental in advancing the efficiency of algorithms used in various applications.
Collaborations
Rudra has collaborated with notable colleagues such as Pradeep Kumar Dubey and Charanjit Singh Jutla, contributing to a dynamic research environment that fosters innovation.
Conclusion
Atri Rudra's contributions to computational methods through his patents and work at IBM highlight his role as a leading inventor in the field. His innovative approaches continue to influence advancements in technology and computer science.