Q3 Application - Revision history

Mahnsoo.Choi: /* Installation */

2021-12-23T02:15:35Z

Installation

← Older revision		Revision as of 02:15, 23 December 2021
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	==Installation==		==Installation==

	Q3 supports automatic installation (and update) from a remote repository at GitHub. See the [https://github.com/quantum-mob/~~Q3App~~/blob/main/INSTALL.md Installation Guide].		Q3 supports automatic installation (and update) from a remote repository at GitHub. See the [https://github.com/quantum-mob/Q3/blob/main/INSTALL.md Installation Guide].

	==Quick Start==		==Quick Start==

Mahnsoo.Choi: /* Download */

2021-02-16T07:03:12Z

Download

← Older revision		Revision as of 07:03, 16 February 2021
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	Q3 consists of several packages at different levels. Quisso, Fock, and Wigner are the three main packages, and they are devoted to the simulation of quantum information processing, quantum many-body systems, and quantum spin systems, respectively. They are based on two other lower-level packages, Pauli and Cauchy. Pauli itself provides useful tools to handle Pauli operators directly, but it also defines programming structures and objects for the aforementioned three and other higher-level packages. Cauchy, at the lowest level, defines the programming structure of the whole application. But it can also be used individually to facilitate complex analysis.		Q3 consists of several packages at different levels. Quisso, Fock, and Wigner are the three main packages, and they are devoted to the simulation of quantum information processing, quantum many-body systems, and quantum spin systems, respectively. They are based on two other lower-level packages, Pauli and Cauchy. Pauli itself provides useful tools to handle Pauli operators directly, but it also defines programming structures and objects for the aforementioned three and other higher-level packages. Cauchy, at the lowest level, defines the programming structure of the whole application. But it can also be used individually to facilitate complex analysis.

	~~==Download==~~

	~~Q3 is distributed through the GitHub repository:~~

	~~<div class="alert alert-secondary" style="width:50%;"> https://github.com/quantum-mob/Q3App</div>~~

	~~On your web browser, go to the repository and click a green "Code" button, and choose the "Download ZIP" option.~~

	==Installation==		==Installation==

Mahnsoo.Choi: /* Installation */

2021-02-16T07:03:04Z

Installation

← Older revision		Revision as of 07:03, 16 February 2021
Line 14:		Line 14:
	==Installation==		==Installation==

	Q3 supports an automatic installation (and update) from a remote repository at GitHub. See the [https://github.com/quantum-mob/Q3App/blob/main/INSTALL.md Installation Guide].		Q3 supports automatic installation (and update) from a remote repository at GitHub. See the [https://github.com/quantum-mob/Q3App/blob/main/INSTALL.md Installation Guide].

	==Quick Start==		==Quick Start==

Mahnsoo.Choi: /* Installation */

2021-02-16T07:02:52Z

Installation

← Older revision		Revision as of 07:02, 16 February 2021
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	==Installation==		==Installation==

	~~Once you download the ZIP file of the~~ repository~~, unzip it to extract~~ the ~~files and subfolders~~. ~~Move or copy the subfolder Q3 to~~		Q3 supports an automatic installation (and update) from a remote repository at GitHub. See the [https://github.com/quantum-mob/Q3App/blob/main/INSTALL.md Installation Guide].

	~~<div class="alert alert~~-~~secondary">~~
	~~$UserBaseDirectory~~/~~Applications~~/
	</~~div>~~

	~~where $UserBaseDirectory is a Mathematica symbol~~. ~~You can check its value on your Mathematica~~.

	==Quick Start==		==Quick Start==

Mahnsoo.Choi: /* Quick Start */

2020-12-29T22:06:22Z

Quick Start

← Older revision		Revision as of 22:06, 29 December 2020
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	in the search field of the Wolfram Language Documentation Center (Mathematica help window) to get detailed technical information about the application.		in the search field of the Wolfram Language Documentation Center (Mathematica help window) to get detailed technical information about the application.

	Note that after installing the application, the first time you search a keyword in Wolfram Language Documentation Center (help window), Mathematica builds the search index of the new documentation files. It can take a few seconds to minutes depending on your computer. It happens only once (everytime you update the application) though.		Note that after installing the application, the first time you search a keyword in Wolfram Language Documentation Center (help window), Mathematica builds the search index of the new documentation files. It can take a few seconds to minutes depending on your computer. It happens only once (everytime you update the application), though.

Mahnsoo.Choi: /* Quick Start */

2020-12-29T22:05:06Z

Quick Start

← Older revision		Revision as of 22:05, 29 December 2020
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	in the search field of the Wolfram Language Documentation Center (Mathematica help window) to get detailed technical information about the application.		in the search field of the Wolfram Language Documentation Center (Mathematica help window) to get detailed technical information about the application.

			Note that after installing the application, the first time you search a keyword in Wolfram Language Documentation Center (help window), Mathematica builds the search index of the new documentation files. It can take a few seconds to minutes depending on your computer. It happens only once (everytime you update the application) though.

Mahnsoo.Choi: /* Quick Start */

2020-12-29T22:02:00Z

Quick Start

← Older revision		Revision as of 22:02, 29 December 2020
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	</div>		</div>

	in the search field of the Wolfram Language Documentation Center (Mathematica help window) to get ~~more~~ information about the application.		in the search field of the Wolfram Language Documentation Center (Mathematica help window) to get detailed technical information about the application.

Mahnsoo.Choi at 23:54, 8 December 2020

2020-12-08T23:54:41Z

← Older revision		Revision as of 23:54, 8 December 2020
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	[[file:Q3Example1.png\|thumb\|x500px\|Quantum teleportation simulated using Q3.]]		[[file:Q3Example1.png\|thumb\|x500px\|Quantum teleportation simulated using Q3.]]
	Q3 is a Mathematica application to help ~~users~~ study quantum information processing, quantum many-body systems, and quantum spin systems. It provides various tools and utilities for symbolic and numerical calculations in these areas of quantum physics.		Q3 is a Mathematica application to help study quantum information processing, quantum many-body systems, and quantum spin systems. It provides various tools and utilities for symbolic and numerical calculations in these areas of quantum physics.

	Q3 consists of several packages at different levels. Quisso, Fock, and Wigner are the three main packages, and they are devoted to the simulation of quantum information processing, quantum many-body systems, and quantum spin systems, respectively. They are based on two other lower-level packages, Pauli and Cauchy. Pauli itself provides useful tools to handle Pauli operators directly, but it also defines programming structures and objects for the aforementioned three and other higher-level packages. Cauchy, at the lowest level, defines the programming structure of the whole application. But it can also be used individually to facilitate complex analysis.		Q3 consists of several packages at different levels. Quisso, Fock, and Wigner are the three main packages, and they are devoted to the simulation of quantum information processing, quantum many-body systems, and quantum spin systems, respectively. They are based on two other lower-level packages, Pauli and Cauchy. Pauli itself provides useful tools to handle Pauli operators directly, but it also defines programming structures and objects for the aforementioned three and other higher-level packages. Cauchy, at the lowest level, defines the programming structure of the whole application. But it can also be used individually to facilitate complex analysis.

Mahnsoo.Choi at 03:04, 3 December 2020

2020-12-03T03:04:40Z

← Older revision		Revision as of 03:04, 3 December 2020
Line 1:		Line 1:
	[[file:Q3Example1.png\|thumb\|x500px\|Quantum teleportation simulated using Q3.]]		[[file:Q3Example1.png\|thumb\|x500px\|Quantum teleportation simulated using Q3.]]
	Q3 is a Mathematica application to help study quantum information processing, quantum many-body systems, and quantum spin systems. It provides various tools and utilities for symbolic and numerical calculations in these areas of quantum physics.		Q3 is a Mathematica application to help users study quantum information processing, quantum many-body systems, and quantum spin systems. It provides various tools and utilities for symbolic and numerical calculations in these areas of quantum physics.

	Q3 consists of several packages at different levels. Quisso, Fock, and Wigner are the three main packages, and they are devoted to the simulation of quantum information processing, quantum many-body systems, and quantum spin systems, respectively. They are based on two other lower-level packages, Pauli and Cauchy. Pauli itself provides useful tools to handle Pauli operators directly, but it also defines programming structures and objects for the aforementioned three and other higher-level packages. Cauchy, at the lowest level, defines the programming structure of the whole application. But it can also be used individually to facilitate complex analysis.		Q3 consists of several packages at different levels. Quisso, Fock, and Wigner are the three main packages, and they are devoted to the simulation of quantum information processing, quantum many-body systems, and quantum spin systems, respectively. They are based on two other lower-level packages, Pauli and Cauchy. Pauli itself provides useful tools to handle Pauli operators directly, but it also defines programming structures and objects for the aforementioned three and other higher-level packages. Cauchy, at the lowest level, defines the programming structure of the whole application. But it can also be used individually to facilitate complex analysis.

Mahnsoo.Choi: /* Quick Start */

2020-11-16T09:21:44Z

Quick Start

← Older revision		Revision as of 09:21, 16 November 2020
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	Once the application is installed, put		Once the application is installed, put

			<div class="alert alert-secondary">
	"Q3" or "Q3/guide/Q3"		"Q3" or "Q3/guide/Q3"
			</div>

	in the search field of the Wolfram Language Documentation Center (Mathematica help window) to get more information about the application.		in the search field of the Wolfram Language Documentation Center (Mathematica help window) to get more information about the application.