This inventor holds 3 USPTO granted patents. Top assignee: Intuit, Inc.. Active years: 2014-2026.
Company Filing History:
Years Active: 2014-2026
Title: Bibhakar Ranjan: Innovator in Computational Solutions
Introduction
Bibhakar Ranjan is a notable inventor based in Bengaluru, India. He has made significant contributions to the field of computational solutions, holding a total of 3 patents. His work focuses on enhancing the efficiency and accessibility of numerical problem-solving through innovative methodologies.
Latest Patents
One of Bibhakar's latest patents is titled "Large language model numerical problem solution architecture." This invention outlines a method for generating a final result of a computation by processing user prompts through a large language model. The method involves converting a sequence of instructions into mathematical expressions, which are then evaluated by a numerical solver to obtain intermediate results. Ultimately, the final result is derived from these intermediate results and presented to the user.
Another significant patent is "Transitioning a logged-in state from a native application to any associated web resource." This invention describes a system that allows users of a native application to access affiliated web resources seamlessly. The process includes obtaining an access token from a Central Authentication Service (CAS) and initializing a session token for secure access to the desired web resource.
Career Highlights
Bibhakar Ranjan is currently employed at Intuit, Inc., where he continues to innovate and develop solutions that enhance user experiences in computational tasks. His expertise in the field has positioned him as a valuable asset to his organization.
Collaborations
Bibhakar has collaborated with several talented individuals, including Shrisha Radhakrishna and George Chiramattel Kunjachan. These collaborations have fostered a creative environment that encourages the development of groundbreaking solutions.
Conclusion
Bibhakar Ranjan's contributions to the field of computational solutions through his patents demonstrate his commitment to innovation. His work not only advances technology but also enhances user experiences in various applications.