A. Parra-Rodriguez, PhD
@aparra-rodriguezq.bsky.social
Theoretical physics. (Superconducting) circuit theory.
Pinned
Exact Quantization of Nonreciprocal Quasilumped Electrical Networks
A geometric framework combined with functional analysis expands classical electrical theory to model complex superconducting and nonreciprocal quantum networks, enabling scalable quantum processors.
doi.org
Ever faced singularities in deriving Hamiltonians for nonreciprocal quasilumped electrical networks? Check our new work on their exact quantization, a collaboration with Iñigo Egusquiza (big thanks!): doi.org/10.1103/Phys.... A big milestone in a 10+ year quest. Not the end of the road ;).
Ever faced singularities in deriving Hamiltonians for nonreciprocal quasilumped electrical networks? Check our new work on their exact quantization, a collaboration with Iñigo Egusquiza (big thanks!): doi.org/10.1103/Phys.... A big milestone in a 10+ year quest. Not the end of the road ;).
Exact Quantization of Nonreciprocal Quasilumped Electrical Networks
A geometric framework combined with functional analysis expands classical electrical theory to model complex superconducting and nonreciprocal quantum networks, enabling scalable quantum processors.
doi.org
March 31, 2025 at 9:36 AM
Ever faced singularities in deriving Hamiltonians for nonreciprocal quasilumped electrical networks? Check our new work on their exact quantization, a collaboration with Iñigo Egusquiza (big thanks!): doi.org/10.1103/Phys.... A big milestone in a 10+ year quest. Not the end of the road ;).