Company Filing History:
Years Active: 2025
Title: Moo Kyoung Chung: Innovator in Matrix Multiplication Technology
Introduction
Moo Kyoung Chung is a prominent inventor based in Seoul, South Korea. He has made significant contributions to the field of matrix multiplication through his innovative methods and devices. His work is particularly notable for its application of the Winograd algorithm, which enhances computational efficiency.
Latest Patents
Moo Kyoung Chung holds a patent for a "Matrix multiplication method and device based on Winograd algorithm." This invention involves a sophisticated process where a Winograd algorithm multiplies a first matrix by a second matrix to generate a third matrix. The method includes multiple second accumulated value calculation units that accumulate second multiplication values obtained by multiplying paired element values of the second matrix. Additionally, it features a second accumulated value output unit that selects and outputs one of the values from adjacent second accumulated value calculation units, along with an accumulated second multiplication value. The invention also incorporates third accumulated value output units and row element value calculation units, which work together to calculate the element values of the third matrix using the accumulated values.
Career Highlights
Moo Kyoung Chung is currently employed at Rebellions Inc., where he continues to develop innovative technologies. His work has positioned him as a key figure in the advancement of matrix multiplication techniques, contributing to more efficient computational processes.
Collaborations
Moo Kyoung Chung collaborates with talented individuals such as Seok Joong Hwang and Won Sub Kim. Their combined expertise fosters an environment of innovation and creativity, leading to groundbreaking advancements in their field.
Conclusion
Moo Kyoung Chung is a distinguished inventor whose work in matrix multiplication has the potential to revolutionize computational methods. His contributions, particularly through the Winograd algorithm, highlight the importance of innovation in technology.