Brookline, MA, United States of America

Burhanettin Derya Ozyurt


Average Co-Inventor Count = 3.0

ph-index = 1

Forward Citations = 1(Granted Patents)


Company Filing History:


Years Active: 2015

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1 patent (USPTO):Explore Patents

Title: Burhanettin Derya Ozyurt: Innovator in Problem-Solving Frameworks

Introduction

Burhanettin Derya Ozyurt is an accomplished inventor based in Brookline, MA (US). He has made significant contributions to the field of problem-solving through his innovative patent. His work focuses on developing frameworks that enhance the efficiency of finding solutions to complex problems.

Latest Patents

Ozyurt holds a patent titled "Framework for finding one or more solutions to a problem." This invention involves acquiring information to identify a plurality of sub-solvers, which are utilized in an initial attempt to find solutions. The framework allows for the identification of different types of sub-solvers based on the acquired information. It also facilitates the transfer of starting points to these sub-solvers, enabling them to produce outputs that indicate results associated with the problem-solving attempts. This iterative process enhances the likelihood of finding effective solutions.

Career Highlights

Burhanettin Derya Ozyurt is currently employed at The MathWorks, Inc., a leading company in mathematical computing software. His role involves leveraging his expertise in problem-solving frameworks to contribute to innovative solutions in various applications. Ozyurt's work is characterized by a commitment to advancing technology and improving methodologies in his field.

Collaborations

Throughout his career, Ozyurt has collaborated with notable colleagues, including Paul Kerr-Delworth and Roy Lurie. These partnerships have fostered a creative environment that encourages the exchange of ideas and the development of groundbreaking solutions.

Conclusion

Burhanettin Derya Ozyurt is a prominent inventor whose work in problem-solving frameworks has the potential to transform how solutions are identified and implemented. His contributions at The MathWorks, Inc. and his innovative patent reflect his dedication to advancing technology in meaningful ways.

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