2 citations · 6 across the 5 of their papers we have counts for
5 papers
Quantum hypercomputation based on the dynamical algebra su(1,1)
Andrés Sicard, Juan Ospina, Mario Vélez
An adaptation of Kieu's hypercomputational quantum algorithm (KHQA) is presented. The method that was used was to replace the Weyl-Heisenberg algebra by other dynamical algebra of…
Numerical Simulations of a Possible Hypercomputational Quantum Algorithm
Andrés Sicard, Juan Ospina, Mario Vélez
The hypercomputers compute functions or numbers, or more generally solve problems or carry out tasks, that cannot be computed or solved by a Turing machine. Several numerical simul…
A possible hypercomputational quantum algorithm
Andrés Sicard, Mario Vélez, Juan Ospina
The term `hypermachine' denotes any data processing device (theoretical or that can be implemented) capable of carrying out tasks that cannot be performed by a Turing machine. We p…
Computing a Turing-Incomputable Problem from Quantum Computing
Andrés Sicard, Mario Vélez, Juan Ospina
A hypercomputation model named Infinite Square Well Hypercomputation Model (ISWHM) is built from quantum computation. This model is inspired by the model proposed by Tien D. Kieu q…
Some relations between quantum Turing machines and Turing machines
Andrés Sicard, Mario Vélez
For quantum Turing machines we present three elements: Its components, its time evolution operator and its local transition function. The components are related with the components…