Company Filing History:
Years Active: 2023-2025
Title: Innovations of Quentin-Gabriel Thurier
Introduction
Quentin-Gabriel Thurier is a notable inventor based in Wellington, New Zealand. He has made significant contributions to the field of transaction data processing, holding two patents that showcase his innovative approach to financial record management.
Latest Patents
Thurier's latest patents focus on transaction data processing systems and methods. These patents describe embodiments that relate to determining a candidate financial record associated with a transaction between a first accounting entity and a second entity. The process involves using a numerical representation generation model to create a numerical representation of the candidate financial record. This model is trained on a corpus generated from historical transaction records. Furthermore, the method includes providing this numerical representation to a transaction attribute prediction model, which has been trained using a dataset of previously reconciled financial records. The model then determines at least one first transaction attribute associated with the candidate financial record.
Career Highlights
Quentin-Gabriel Thurier is currently employed at Xero Limited, a company known for its innovative accounting software solutions. His work at Xero has allowed him to apply his expertise in transaction data processing, contributing to the development of advanced financial technologies.
Collaborations
Thurier collaborates with talented individuals such as Delia Rusu and Hayden Jeune, who are also part of the innovative team at Xero Limited. Their combined efforts contribute to the advancement of financial data processing technologies.
Conclusion
Quentin-Gabriel Thurier is a prominent inventor whose work in transaction data processing has the potential to revolutionize how financial records are managed. His patents reflect a deep understanding of the complexities involved in financial transactions and demonstrate his commitment to innovation in this field.