The field of mathematical oncology has undergone a transformative journey over the past few decades, evolving into an interdisciplinary domain of research. What began as a niche area in the late 1990s now encompasses a global community of researchers working together to understand the complexities of cancer. The 2024 Fields Thematic Program on Mathematical Oncology (FieMO) at the Fields Institute in Toronto (July-December 2024) was a testament to this growth, bringing together mathematicians, medical scientists, and biologists for six months of exploration, collaboration, and discovery.
The key objectives of FieMO were to reflect on the achievements of
mathematical oncology over the past quarter-century, to explore the state of
the art of the field, and to develop methods and data for future research.
The recent advancements have been remarkable. For example in the modelling
of cancer metastasis, cancer-induced angiogenesis, cancer immune responses
and all kind of treatments such as chemotherapy, radiation, CAR T-cell
therapies, adaptive therapies, oncolytic virotherapies, and many more.
Mathematical models have significantly improved the precision and
effectiveness of these treatments.
Mathematical oncology has also left a significant mark on mathematics
itself. FieMO highlighted this reciprocal relationship, showcasing examples
where biological challenges stimulated mathematical innovations. For example
the modeling of angiogenesis inspired new directions in biased reinforced
random walks and the study of coupled PDEs;
cancer treatment optimization fostered breakthroughs in optimal control
theory; and observing cancer cell migration led to advancements in kinetic
transport equations and their scaling limits.
During the Thematic Program, Fields Institute hosted six workshops, two Fields postdocs (Sumaira Rehman and Seemadri Subhadarshini), three Distinguished Visitors (Natalia Komarova, Helen Byrne, Thomas Hillen), a seminar series, a graduate course and many long-term and short-term visitors. The workshops tackled pressing topics, including the hallmarks of cancer, cancer ecology and evolution, cancer treatment resistance, and cancer immune dynamics. The graduate course on Mathematical Oncology was led by Thomas Hillen with guest lectures by Natalia Komarova, Anna Marciniak-Czochra, Mark Chaplain, Thomas Yankeelov, and Luigi Preziosi. The recording of these lectures are still available on the Fields website http://www.fields.utoronto.ca/activities/24-25/oncology. This website also contains recordings of the main lectures of the workshops and the seminars.
The intimate setting of the Fields Institute fostered deep interactions in small groups and one-on-one, creating opportunities for mentorship and collaboration that are rare in larger conferences. In addition, Thomas used the opportunity to interview visitors at the Fields Institute and start a youtube channel on Math Onco Interviews. See the blog post and the youtube channel: Math Oncology Interviews YouTube Playlist.
We (Sumaira and Thomas) have been fortunate to attend all six workshops and
we were curious to classify the lectures into the following categories.
Please understand that we chose these categories ourselves, and they do not
reflect any official categorization:
The graphic below shows the percentages of each category among the 70 talks that we heard.
It is quite interesting to see that the Processes and Methods sections cover ⅔ of the talks, where One Protein, One Cell Type has only 17%. Also of note is that the AI methods, although discussed by everybody, is the clear minority among the talks. We expect that this is about to change in the future.
The Fields Thematic Program in Mathematical Oncology placed a strong
emphasis on supporting women in the field, fostering an inclusive
environment where female researchers were encouraged to participate,
collaborate, and excel. We actively involved female participants in the
organization of events, in group discussions, talks, and seminars to provide
platforms for their ideas to be heard and valued. Sumaira mentioned that
this support created a sense of empowerment and belonging that motivated her
to contribute and interact confidently. All participants benefited immensely
from this experience, fostering creativity in a collaborative environment.
Thematic programs like FieMO are more than academic events; they are
transformative journeys that shape the field and initiate careers of junior
researchers.
We witnessed first hand how mathematics can drive progress in cancer
research, and we felt the excitement of contributing to a larger mission.
We extend our heartfelt thanks to the Fields Institute, the organizing committee, and the many speakers and participants who made this program a success. As we look to the future, we hope the legacy of FieMO will inspire the next generation of mathematical oncologists to push the boundaries of what is possible.
All photos were taken by Thomas Hillen and Sumaira Rehman. Reprinted with permission of all those who are recognizable on these pictures, thank you!
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