This inventor holds 1 USPTO granted patent. Top assignee: University of California. Active years: 1999.
Company Filing History:
Years Active: 1999
Title: Heike E Daldrup: Innovator in Tumor Imaging Technology
Introduction
Heike E Daldrup is a prominent inventor based in Munster, Germany. She has made significant contributions to the field of medical imaging, particularly in the assessment of tumors. Her innovative work has led to advancements in understanding tumor microvascular permeability, which is crucial for cancer diagnosis and treatment.
Latest Patents
Heike E Daldrup holds a patent for an "Imaging method for the grading of tumors." This groundbreaking invention addresses the disturbance of endothelial integrity in microvessels within malignant tumors. By utilizing MRI technology, she developed a method to define tumor microvascular permeabilities and correlate these values with histologic grades in tumors. Her research revealed that tumor microvascular permeability values were significantly lower in benign tumors compared to carcinomas. Furthermore, she discovered a strong correlation between microvascular permeability values and the histologic grade of carcinomas, as determined by the Scarff-Bloom-Richardson grading system. She has 1 patent to her name.
Career Highlights
Heike E Daldrup is affiliated with the University of California, where she continues her research and innovation in medical imaging. Her work has been instrumental in enhancing the understanding of tumor biology and improving diagnostic techniques.
Collaborations
Heike has collaborated with notable colleagues, including Robert C Brasch and David M Shames, to further her research endeavors. Their combined expertise has contributed to the advancement of imaging technologies in oncology.
Conclusion
Heike E Daldrup's contributions to tumor imaging technology exemplify her dedication to advancing medical science. Her innovative methods have the potential to significantly impact cancer diagnosis and treatment, paving the way for future research in this critical field.
