Topics: Laplacian Eigenmaps, Orthogonal Polynomials, Quantum Information
Participants:
Farabie Akanda; Haverford College
Elijah Anderson; Wesleyan University
Elizabeth Athaide; Massachusetts Institute of Technology
Faye Castro; Texas State University
Sara Costa; University of Hartford
Leia Donaway; Swarthmore College
Hank Ewing; Appalachian State University
Caleb Findley; University of Texas at Arlington
August Noë; University of California Santa Cruz
Sam Trombone; Hamilton College
Kai Zuang; Brown University
and
John Ackerman; UConn
Mentors:
Bernard Akwei, Rachel Bailey, Maxim Derevyagin, Luke Rogers, Alexander Teplyaev
publication: Rachel Bailey, Sara Costa, Maxim Derevyagin, Caleb Findley & Kai Zuang. Hamiltonians that realize perfect quantum state transfer and early state exclusion. Quantum Information Processing 24, 51 (2025). https://doi.org/10.1007/s11128-025-04667-z
Final Presentation: Perfect State Transfer in Cycle Graphs – Elizabeth Athaide, Leia Donaway and Sam Trombone
Poster: PST in Cycles Poster
Final Presentation: Early State Exclusion Slides- Sara Costa, Caleb Findley, Kai Zuang