My postdoctoral research focus was developed during my postdoc at Rochester Institute of Technology working with the Professional Development for Emerging Education Researchers (PEER) Institute. This work focused on understanding the impacts of professional development (PD) in STEM education research methods & theory on faculty and investigating a supportive leadership style called groundskeeping.
Traditional PD emphasizes skill and knowledge acquisition, but PEER workshops centered participants and building their sense of community to promote their fit in the STEM education research community. A set of interviews with 12 PEER workshop participants one or more years after their participation led to the development of a case study of one emerging physics education researcher. From this, I found:
The community-centered PD approach contributed to participants' sense of community
The multi-day format of PEER workshops allowed participants to build rapport with each other and build research partnerships
Publication is a barrier that many emerging STEM education researchers feel they must navigate to be a part of the community
My doctoral research was in student content understanding of upper-division quantum mechanics, with the goal of helping students transition from discrete systems (like spin 1/2 particles) to continuous ones (like the particle in a box). My work investigated students' understanding of what it means to be discrete and continuous in quantum mechanics and looked at how students utilize computation to make sense of quantum mechanics. This work was qualitative in nature, utilizing semi-structured interviews, in-situ observations, and card sorting tasks.
Some main findings are summarized as follows:
Students face challenges in understanding quantum states as vectors
Computational quantum mechanics activities promote students to think about Riemann sums, which can help them build connections between inner products for discrete systems and inner products for continuous systems
Notation can heavily influence whether a student views something as discrete (e.g., Dirac notation, matrix notation) or continuous (functions of x). While this heuristic is sometimes productive, Dirac notation is commonly used for discrete and continuous bases.
Solorio, C. D., Gire, E., and Roundy, D. (2025). Student Understandings of Discrete and Continuous in Quantum Mechanics: A Thematic Analysis, Physical Review Physics education Research, in review.
Jones M., Lanius, M., Scott-Stewart, E., Solorio, C.D., Franklin, S.V., Kustusch, M., Sayre, E.C. (2024). Professional Development for Emerging Education Researchers National Field School. Rochester, NY.
Solorio, C.D., Lo, S. (2024). Professional Development for Emerging Education Researchers. Society for the Advancement of Biology Education Research East Conference, Rochester, NY.
Solorio, C.D. (2023). Computation in the Physics Classroom and Physics Curricula Poster Symposium and Discussion. Physics Education Research Conference, Sacramento, CA.
Solorio, C. D., Patterson, K., Hass, C. A. F., Sayre, E. C., and Franklin, S. V. (2024). Groundskeeping to nurture emerging discipline-based education researchers. International Conference of the Learning Sciences, Buffalo, NY.
Solorio, C. D., Patterson, K., Sayre, E. C., and Franklin, S. V. (2024). Emerging discipline-based education researchers' sense of community. American Physical Society April Meeting, Sacramento, CA.
Solorio, C. D., Patterson, K., Hass, C. A. F., Sayre, E. C., and Franklin, S. V. (2024). Groundskeeping to nurture emerging discipline-based education researchers. International Conference of the Learning Sciences, Buffalo, NY.