Company Filing History:
2 out of 489 
2 out of 967 
Years Active: 2022-2025
Title: The Innovative Mind of Anton Vasiliev
Introduction
Anton Vasiliev, an accomplished inventor residing in Bredene, Belgium, has made significant contributions to the field of optical engineering. With one patent to his name, Vasiliev has demonstrated an exceptional ability to innovate and enhance technological applications. His work focuses on integrated wavelength-selective filter devices, a critical component in various optical systems.
Latest Patents
Anton Vasiliev's notable patent is for a "Temperature Insensitive Filter." This invention features an integrated wavelength-selective filter device that includes a first optical element, designed to direct incoming radiation at a specified angle, and a second optical element that functions as a diffractive element. The clever design allows for the diffraction of radiation under specific angles, effectively filtering wavelengths that closely match a reference wavelength from those that differ significantly. The unique element of his innovation is the use of a propagation medium made of material distinct from that of the substrate, enhancing the filter's performance.
Career Highlights
Throughout his career, Anton Vasiliev has worked with renowned institutions, including Ghent University and Imec Vzw. These experiences have undoubtedly shaped his understanding and approach to optical innovations, laying the groundwork for his successful patent application.
Collaborations
In his journey as an inventor, Anton Vasiliev has collaborated with esteemed colleagues such as Roeland Baets and Eva Ryckeboer. Their collective expertise and diverse skill sets have contributed to advancing the fields of photonics and optics.
Conclusion
With a keen focus on innovation and a notable invention under his belt, Anton Vasiliev continues to be a prominent figure in the technological landscape of optical engineering. His work exemplifies the potential for inventors to make meaningful contributions that push the boundaries of what is possible in their respective fields.