Location History:
- Palatine, IL (US) (1991 - 2000)
- Hawthorne Woods, IL (US) (2000)
Company Filing History:
Years Active: 1991-2000
Title: The Innovative Contributions of Paul J Cizek
Introduction
Paul J Cizek is a notable inventor based in Palatine, Illinois, who has made significant contributions to the field of communication technology. With a total of nine patents to his name, Cizek has demonstrated a commitment to advancing the capabilities of communication systems. His work primarily focuses on methods for optimizing communication resources and enhancing video transmission.
Latest Patents
Cizek's latest patents include a method for assigning communication resources in a multi-site trunked radio communication system. This innovative method dynamically assigns communication resources based on various parameters, including service levels and user overrides. Another significant patent involves a communication system that employs a method and apparatus for transmitting video information. This system prioritizes either transmission frame rate or resolution per frame, ensuring efficient video communication.
Career Highlights
Throughout his career, Paul J Cizek has been associated with Motorola Corporation, a leading company in communication technology. His work has contributed to the development of advanced communication systems that are widely used in various industries. Cizek's expertise in communication technology has positioned him as a valuable asset in his field.
Collaborations
Cizek has collaborated with notable colleagues such as Gary W Grube and Stuart W Thro, further enhancing the innovative projects he has been involved in. These collaborations have allowed for the exchange of ideas and expertise, leading to the successful development of new technologies.
Conclusion
Paul J Cizek's contributions to communication technology through his patents and collaborations highlight his role as an influential inventor. His work continues to impact the industry, paving the way for future innovations in communication systems.