Company Filing History:
Years Active: 2005-2009
Title: The Innovations of Christopher John Taylor
Introduction
Christopher John Taylor is a notable inventor based in Stockport, GB. He has made significant contributions to the field of statistical shape modeling and object identification. With a total of 4 patents to his name, Taylor's work has advanced the understanding and application of these technologies.
Latest Patents
One of Taylor's latest patents involves constructing a statistical shape model from two-dimensional or three-dimensional data. This process includes automatically establishing correspondence between a set of shapes and determining a parameterization for each shape. An objective function is utilized to assess the quality of the statistical shape model, allowing for repeated evaluations to find the best parameterization. The output of this function serves as a measure of the information required to code the set of shapes effectively.
Another significant patent focuses on object identification. This method determines the gradient of intensity change in an image to identify objects. By modifying the gradient magnitude using a nonlinear function, a vector representative of the image is created. This vector is then compared with a previously generated statistical model to identify the object accurately.
Career Highlights
Throughout his career, Christopher John Taylor has worked with esteemed organizations such as the University of Manchester and Imorphics Limited. His experience in these institutions has allowed him to refine his skills and contribute to groundbreaking research in his field.
Collaborations
Some of Taylor's notable coworkers include Timothy Francis Cootes and Gareth Edwards. Their collaborative efforts have further enhanced the impact of their research and innovations.
Conclusion
Christopher John Taylor's contributions to statistical shape modeling and object identification demonstrate his innovative spirit and dedication to advancing technology. His patents reflect a commitment to improving the quality and efficiency of these processes.