Quantum Computer Simulator
Detailed App Info:
Application Description
Welcome to Quantum Computer Simulator.
This is a free app and every feature of this app is free. This is not a tutorial on Quantum Computing and for using this app you should already know some basic principles of Quantum Computing. You could find a lot of free material about Quantum Computers on the internet.
When you start this app first you will be asked to enter number of qBits. This simulator supports up to 10 qBits. Then you can chose to set initial state of every bit or start the simulator in state 0.
The next screen you will see is the system vector in 2^n basis. Every part is represented by color (phase in degrees on Hue circle).
Next you set the list of operations. Then you press "next operation" to evaluate it. You can also restart the computer or undo operations.
Supported operations: Hadamarad, Pauli-X, Pauli-Y, Pauli-Z, Phase, T matrix, Rotation matrix (any angle along any axis), CNOT, SWAP, Controlled-Z, Controlled Phase, any matrix by user.
Coming soon: Measurement, Fourie transformation, Shor's algorithm...
Special thanks to Prof. Vladimir Bozin for help, and Danica Bozin on graphics.
All code written by Stefan Hacko, 17 years old.
If you need any help or have to report bugs, report it to stefanhacko@me.com
This is a free app and every feature of this app is free. This is not a tutorial on Quantum Computing and for using this app you should already know some basic principles of Quantum Computing. You could find a lot of free material about Quantum Computers on the internet.
When you start this app first you will be asked to enter number of qBits. This simulator supports up to 10 qBits. Then you can chose to set initial state of every bit or start the simulator in state 0.
The next screen you will see is the system vector in 2^n basis. Every part is represented by color (phase in degrees on Hue circle).
Next you set the list of operations. Then you press "next operation" to evaluate it. You can also restart the computer or undo operations.
Supported operations: Hadamarad, Pauli-X, Pauli-Y, Pauli-Z, Phase, T matrix, Rotation matrix (any angle along any axis), CNOT, SWAP, Controlled-Z, Controlled Phase, any matrix by user.
Coming soon: Measurement, Fourie transformation, Shor's algorithm...
Special thanks to Prof. Vladimir Bozin for help, and Danica Bozin on graphics.
All code written by Stefan Hacko, 17 years old.
If you need any help or have to report bugs, report it to stefanhacko@me.com
Requirements
Your mobile device must have at least 333.11 KB of space to download and install Quantum Computer Simulator app. Quantum Computer Simulator is available on iTunes for $0.00
If you have any problems with installation or in-app purchase, found bugs, questions, comments about this application, you can visit the official website of Stefan Hacko at http://cobraiphonedevelopment.blogspot.com.
Copyright © Stefan Hacko
