Santa Clara, CA, United States of America

Vojislav Vokovic


Average Co-Inventor Count = 3.0

ph-index = 1


Company Filing History:


Years Active: 2011

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1 patent (USPTO):Explore Patents

Title: Vojislav Vokovic: Innovator in Decision Tree Representation

Introduction

Vojislav Vokovic is a notable inventor based in Santa Clara, CA (US). He has made significant contributions to the field of digital signal processing through his innovative patent. His work focuses on optimizing decision tree representations of functions, which has implications for various technological applications.

Latest Patents

Vokovic holds a patent titled "Decision tree representation of a function." This patent describes a method for representing an arbitrary function as an optimized decision tree. The decision tree can be calculated, pruned, and factored to create a highly optimized set of equations. Much of this can be represented by simple circuits, minimizing the need for complex processing. The circuit design system he proposes automates the decision tree generation, optimization, and circuit generation for arbitrary functions. These circuits can be utilized for processing digital signals, including soft decoding and other processes.

Career Highlights

Vojislav Vokovic is associated with LSI Corporation, where he applies his expertise in circuit design and optimization. His work has contributed to advancements in digital signal processing technologies. With a patent count of 1 patent, he continues to push the boundaries of innovation in his field.

Collaborations

Vokovic has collaborated with notable colleagues, including Alexander Andreev and Ranko L Scepanovic. Their combined efforts have fostered a collaborative environment that enhances the development of innovative solutions in technology.

Conclusion

Vojislav Vokovic's contributions to decision tree representation and digital signal processing highlight his role as an influential inventor. His work at LSI Corporation and his patented innovations continue to impact the technological landscape.

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