Blacksburg, VA, United States of America

Achla Marathe


Average Co-Inventor Count = 9.0

ph-index = 1

Forward Citations = 20(Granted Patents)


Company Filing History:


Years Active: 2013

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1 patent (USPTO):Explore Patents

Title: Achla Marathe: Innovator in Complex Situation Analysis Systems

Introduction

Achla Marathe is a distinguished inventor based in Blacksburg, VA (US). She has made significant contributions to the field of technology, particularly in the development of systems that analyze complex situations. Her innovative work has led to the creation of a unique patent that addresses the generation of social contact networks.

Latest Patents

Achla Marathe holds a patent for a "Complex situation analysis system that generates a social contact network, uses edge brokers and service brokers, and dynamically adds brokers." This system is designed to generate a representation of a situation by utilizing computer-readable media and executable instructions. The method involves receiving input data regarding a target population and constructing a synthetic data set that includes a synthetic population. Each synthetic entity corresponds to an entity in the target population and is assigned attributes based on the input data. The system further processes activity data for multiple entities within the target population.

Career Highlights

Achla Marathe is affiliated with Virginia Polytechnic Institute and State University, where she continues to advance her research and innovation in technology. Her work has garnered attention for its practical applications in understanding social dynamics and complex systems.

Collaborations

Achla has collaborated with notable colleagues, including Christopher L. Barrett and Madhav V. Marathe. These partnerships have enriched her research and contributed to the development of her innovative systems.

Conclusion

Achla Marathe's contributions to the field of complex situation analysis exemplify her commitment to innovation and technology. Her patent reflects her expertise and the potential impact of her work on understanding social networks and dynamics.

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