Conda imagemagic9/26/2023 ![]() ![]() The learning module loads the prerequisites (such as anaconda and cudnn ) and makes ML applications visible to the user Link to section 'Versions' of 'learning' Versions Where anypdf.pdf is any pdf file you have.Learning Link to section 'Description' of 'learning' Description Pdflatex, pdfcrop and magick anypdf.pdf anypdf.png, See if the following three commands work correctly: If you want to check whether all dependencies are installed, Ghostscript (additional dependency of ImageMagick for png conversion). In addition, you also need perl (for pdfcrop) and On windows, you need to download and install ImageMagick installer. ![]() Otherwise, please follow the installation instructions on the ImageMagick documentation. ImageMagick can be easily installed with the command conda install imagemagick if you have conda installed. Produces the pdf and converts it to the png format. The module automatically generates the LaTeX code for plotting the circuit, The circuit image visualization requires LaTeX and ImageMagick for display. QCiruit is a quantum circuit drawing application and is implemented directly into QuTiP. Gate function returning a qutip.Qobj and save it in the attribute user_gates.Ī quantum circuit (described above) can directly be plotted using the QCircuit library ( ). The following example shows how to define a customized gate. In addition to these pre-defined gates, QuTiP also allows the user to define their own gate. It is required that the gate resolution be carried out before the measurements to the circuit are added. It is very likely that the depth of the circuit can be further reduced by merging quantum gates. However, this method is not fully optimized. Swap gate with additional phase for 01 and 10 statesįor some of the gates listed above, QubitCircuit also has a primitive resolve_gates method that decomposes them into elementary gate sets such as CNOT or SWAP with single-qubit gates (RX, RY and RZ). U rotation gate used as a primitive in the QASM standard The pre-defined gates for the class are shown in the table below: The index of the classical register which stores the result of the measurement.Ī circuit with the various gates and registers available is demonstrated below: The target qubit on which the measurement will be carried out, and classical_store, Measurements: We can also carry out measurements on individual qubit (both in the middle and at the end of the circuit).Įach measurement is saved as a class object Measurement with parameters such as targets, Gates can also be controlled on a classical bit by specifying the register number With information such as gate name, target qubits and arguments. Gates: Each quantum gate is saved as a class object Gate ![]() Registers: The argument N specifies the number of qubit registers in the circuitĪnd the argument num_cbits (optional) specifies the number of classical bits available for measurement The circuit is characterized by registers and gates: In QuTiP, we use QubitCircuit to represent a quantum circuit. The most common model for quantum computing is the quantum circuit model. ![]()
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