Generalized Quantum Gates



 Science > Physics > Generalized Quantum Gates

LINK TO THIS PAGE  


rating :  0   |  0


  Page 1 of 1
Topic: Science > Physics
User: "Damien Fitzgerald"
Date: 02 Feb 2004 07:41:05 PM
Object: Generalized Quantum Gates
Hi i am coding a quantum computer simulator.
the simulator will be able to work in dimensions other than qubits. in
other words the user can select either qubits(d=2), qutrits(d=
3).....etc Obviously in this senario one must have the generalised
versions of all the gates
So far i have have found generalised versions of-
Hadamard gate
Not Gate
C-Not Gate
Swap Gate
Pauli X Gate
Ive been researching this for some months now and am finding it
impossible to find generalised versions of any of the other common
quantum gates. eg pauli y gate toffoli gate, controlled swap gate
,controlled unitary gate Phase gate and pi/8 gate or any other useful
gates.
Essentially all i need to know is for any given dimension ( be it
qubits or qutrits etc) what is the matrix representation for a certain
gate.
ps. The current Version of my software can be found on :
http://www.compsoc.nuigalway.ie/~damo642/QuantumSimulator/QuantumSimulator/QuantumQuditSimulator.htm
Thanks in Advance
Damien
.


  Page 1 of 1


Related Articles
Quantum Gravity 218.1: More Re Generalized Exponential Series
Quantum Gravity 118.2: Phase Change Via v/c --> c/v in Generalized SR
Quantum Gravity 156.0: Generalized P and P ' PI Via Generalized-Modified Uniform Distribution Weighting
Quantum Gravity 211.7: F = k1r - k2/r^2 Via PI, Phase Theory,Generalized Hyperbolic Function Theory, Newton-Hooke-Laplace
Quantum Gravity-Dark Energy as Zero-Infinity (Coded as 0-1) Duals 18: QM Based on Generalized Eigenvalues
Quantum Gravity 119.1: More Re Generalized Lie Derivative And Riccati Differential Equation
Quantum Gravity Via Expansion-Contraction 2.1: Generalized W Lambda Function
Quantum Gravity 218.0: Generalized Exponential Series
Quantum Gravity 222.2: "Generalized Perception" of the Universe Fromthe Modular Group
Quantum Gravity 156.1: More Re Generalized P and P ' PI Via Generalized-Modified Uniform Distribution Weighting
Quantum Gravity 145.4: The Navier-Stokes Derivation and Causation of Generalized Derivatives
Quantum Gravity 119.6: Example of Generalized Lie Derivative in Golden Mean
Quantum Gravity 119.2: Generalized Lie Derivative and Lotka-Volterra Equations
Quantum Gravity 171.8 Summary of Generalized Alternating Matrices and Probable Causation/Influence (PI)
Quantum Gravity 154.0: nth Order Generalized Probable Causation/Influence (PI)
 

NEWER

pg.1612     pg.1232     pg.940     pg.716     pg.544     pg.412     pg.311     pg.234     pg.175     pg.130     pg.96     pg.70     pg.50     pg.35     pg.24     pg.16     pg.10     pg.6     pg.3     pg.1

OLDER