Aguilar-Gutierrez, S. E., & Rolph, A. (2023). Krylov complexity is not a measure of distance between states or operators.
Chicago Style (17th ed.) CitationAguilar-Gutierrez, Sergio E., and Andrew Rolph. Krylov Complexity Is Not a Measure of Distance Between States or Operators. 2023.
MLA (9th ed.) CitationAguilar-Gutierrez, Sergio E., and Andrew Rolph. Krylov Complexity Is Not a Measure of Distance Between States or Operators. 2023.
Warning: These citations may not always be 100% accurate.