Bengaluru, India

Gunturi Sandeep

This inventor holds 1 USPTO granted patent and 1 published patent application. Top assignee: International Business Machines Corporation. Active years: 2026.

USPTO Granted Patents = 1 

% Patents Active = 100.0

Average Co-Inventor Count = 6.0

ph-index = 1


Company Filing History:


Years Active: 2026

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1 patent (USPTO):Explore Patents

Title: Gunturi Sandeep: Innovator in Cryptographic Operations

Introduction

Gunturi Sandeep is a notable inventor based in Bengaluru, India. He has made significant contributions to the field of cryptography, particularly in enhancing the reliability of cryptographic operations. His innovative approach has led to the development of a unique patent that addresses error recovery during cryptographic processes.

Latest Patents

Gunturi Sandeep holds a patent titled "Recovering from an error during a cryptographic operation running asynchronous to a core pipeline." This patent describes a computer-implemented method that utilizes a cryptographic accelerator to perform cryptographic operations asynchronously relative to a core pipeline. The method includes computing a chaining value for the cryptographic operation and recovering from errors using this chaining value when they occur. He has 1 patent to his name.

Career Highlights

Gunturi Sandeep is currently employed at International Business Machines Corporation, commonly known as IBM. His work at IBM involves advancing cryptographic technologies and improving the efficiency of cryptographic operations. His expertise in this area has positioned him as a valuable asset to his team and the company.

Collaborations

Some of Gunturi's coworkers include Soujanya SR and Deepankar Bhattacharjee. Their collaboration fosters a creative environment that encourages innovation and the development of cutting-edge technologies.

Conclusion

Gunturi Sandeep's contributions to cryptography exemplify the importance of innovation in technology. His patent and work at IBM highlight his commitment to enhancing the reliability of cryptographic operations.

Profile summary based on public USPTO records.
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