Sign In
Get Clay Free →

Suggestions

    Emily Riehl

    mathematician working in category theory, homotopy theory, and homotopy type theory

    Professional Background

    Dr. Emily Riehl is a distinguished mathematician with a rich educational background and a substantial professional trajectory. With degrees from some of the most prestigious universities in the world, including Harvard University, the University of Cambridge, and the University of Chicago, Dr. Riehl has built a reputation as a leading expert in the field of mathematics. Her professional career includes significant roles at The Johns Hopkins University, where she has served as Professor, Associate Professor, and Assistant Professor in the Department of Mathematics. During her tenure at Hopkins, she significantly contributed to the academic community through her research, teaching, and mentorship of students.

    Education and Achievements

    Dr. Riehl began her academic journey at Harvard University, where she obtained her Bachelor's degree in Mathematics. Her passion for the subject led her to pursue further studies at the University of Cambridge, where she earned her Master's of Advanced Study in Mathematics. Dr. Riehl then took her mathematical expertise to a new level at the University of Chicago, where she completed her Doctor of Philosophy (PhD) in Mathematics. This robust educational foundation has equipped her with the skills and knowledge necessary to contribute meaningfully to advanced mathematical research and education.

    Post her academic training, Dr. Riehl held the prestigious position of Benjamin Peirce Postdoctoral Fellow at Harvard University. This role allowed her to engage deeply in research while collaborating with esteemed faculty, adding to her experience and academic credentials.

    Achievements

    Throughout her career, Dr. Riehl has made significant contributions to the field of mathematics, particularly in areas relating to algebraic topology and category theory. Her research has not only advanced theoretical aspects of mathematics but has also enhanced the understanding of these concepts within the broader mathematical community. In addition, Dr. Riehl has been dedicated to enhancing the educational landscape, where she emphasized crucial concepts in mathematics to students at multiple academic levels at The Johns Hopkins University.

    Her involvement with various professional organizations, networking with other mathematicians and academics, has allowed her to remain at the forefront of developments in her field. As a published author and mathematician, Dr. Riehl has actively contributed literature that serves as valuable resources for fellow researchers and students alike. Her academic work underscores her commitment to fostering a deep understanding of mathematics while encouraging the next generation of mathematicians to explore and innovate within this essential discipline.

    Highlights

    Sep 9 · twitter

    Dominic Verity, Mario Carneiro and I just announced a new project to formalize some aspects of ∞-category theory in #Lean via the notion of an ∞-cosmos.

    Related Questions

    How did Emily Riehl's educational experiences shape her approach to mathematical research?
    What specific areas of mathematics does Emily Riehl focus on in her research?
    In what ways has Emily Riehl contributed to mathematics education at The Johns Hopkins University?
    How has Emily Riehl's experience as a Benjamin Peirce Postdoctoral Fellow influenced her academic career?
    What are some notable achievements from Emily Riehl's tenure at The Johns Hopkins University?
    Emily Riehl
    Add to my network

    Location

    Baltimore, Maryland, United States