array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(22) " Numbers and Precision" [2]=> string(2) " 0" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(47) " Numbers and Precision\3.2.1 Assigning Varibles" [2]=> string(2) " 0" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(62) " Numbers and Precision\3.2.1 Assigning Varibles\tempConversion" [2]=> string(8) " 2133945" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(66) " Numbers and Precision\3.2.1 Assigning Varibles\tempConversion.exe" [2]=> string(8) " 2658304" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(65) " Numbers and Precision\3.2.1 Assigning Varibles\tempConversion.go" [2]=> string(5) " 2005" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(44) " Numbers and Precision\3.2.2 Type Conversion" [2]=> string(2) " 0" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(63) " Numbers and Precision\3.2.2 Type Conversion\typeConversion.exe" [2]=> string(8) " 2656768" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(62) " Numbers and Precision\3.2.2 Type Conversion\typeConversion.go" [2]=> string(5) " 1996" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(59) " Numbers and Precision\3.2.3 Precision and Round-Off Errors" [2]=> string(2) " 0" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(82) " Numbers and Precision\3.2.3 Precision and Round-Off Errors\addFloatingNumbers.exe" [2]=> string(8) " 2660864" [3]=> string(21) " 2022-02-21 23:59:0 " } array(4) { [0]=> string(61) "ComputationalQuantumMechanicsGo-master\CHAPTER3\3.2 Variables" [1]=> string(81) " Numbers and Precision\3.2.3 Precision and Round-Off Errors\addFloatingNumbers.go" [2]=> string(5) " 3780" [3]=> string(21) " 2022-02-21 23:59:0 " } ComputationalQuantumMechanicsGo 联合开发网 - pudn.com
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ComputationalQuantumMechanicsGo
golang quantum-mechanics computational-physics 
下载(0) 赞(4) 踩(0) 评论(0) 收藏(0)
所属分类：量子计算
开发工具：GO
文件大小：29179KB
下载次数：0
上传日期：2022-02-21 15:59:01
上 传 者：sh-1993
说明：  《计算量子力学》练习，作者：Joshua Izaac和王静波。我选择的编程语言是...
(Exercises from "Computational Quantum Mechanics" by Joshua Izaac & Jingbo Wang. My programming language of choice is Golang. NOTE: The book uses Python and Fortran throughout.)
文件列表:
.vscode (0, 2022-02-21)
.vscode\launch.json (482, 2022-02-21)
CHAPTER1 (0, 2022-02-21)
CHAPTER1\Exercises (0, 2022-02-21)
CHAPTER1\Exercises\convExercises.exe (2667008, 2022-02-21)
CHAPTER1\Exercises\convExercises.go (6862, 2022-02-21)
CHAPTER1\NumbersAndPrecision (0, 2022-02-21)
CHAPTER1\NumbersAndPrecision\1.1 Fixed-Point Representation (0, 2022-02-21)
CHAPTER1\NumbersAndPrecision\1.1 Fixed-Point Representation\bin (0, 2022-02-21)
CHAPTER1\NumbersAndPrecision\1.1 Fixed-Point Representation\bin\fixedpointRepresentation (2561608, 2022-02-21)
CHAPTER1\NumbersAndPrecision\1.1 Fixed-Point Representation\fixedpointRepresentation.go (7263, 2022-02-21)
CHAPTER1\NumbersAndPrecision\1.2 Floating-Point Representation (0, 2022-02-21)
CHAPTER1\NumbersAndPrecision\1.2 Floating-Point Representation\1.2.1 IEEE754 32-Bit Single Precision (0, 2022-02-21)
CHAPTER1\NumbersAndPrecision\1.2 Floating-Point Representation\1.2.1 IEEE754 32-Bit Single Precision\IEEE754-32BitSinglePrecision.go (911, 2022-02-21)
CHAPTER1\NumbersAndPrecision\1.2 Floating-Point Representation\floatingpointRepresentation.go (6941, 2022-02-21)
CHAPTER1\NumbersAndPrecision\bin (0, 2022-02-21)
CHAPTER1\NumbersAndPrecision\bin\binary2base10.exe (2672640, 2022-02-21)
CHAPTER1\NumbersAndPrecision\bin\binarycalculator (2561608, 2022-02-21)
CHAPTER1\NumbersAndPrecision\bin\binarycalculator.exe (2682880, 2022-02-21)
CHAPTER1\NumbersAndPrecision\binary2base10 (2214280, 2022-02-21)
CHAPTER1\NumbersAndPrecision\binary2base10.go (3432, 2022-02-21)
CHAPTER1\NumbersAndPrecision\binarycalculator (2219581, 2022-02-21)
CHAPTER1\NumbersAndPrecision\binarycalculator.go (6619, 2022-02-21)
CHAPTER3 (0, 2022-02-21)
CHAPTER3\3.3 Operators and Conditionals (0, 2022-02-21)
CHAPTER3\3.3 Operators and Conditionals\3.3.7 Conditional Statements (0, 2022-02-21)
CHAPTER3\3.3 Operators and Conditionals\3.3.7 Conditional Statements\ifStatements.exe (2661376, 2022-02-21)
CHAPTER3\3.3 Operators and Conditionals\3.3.7 Conditional Statements\ifStatements.go (3873, 2022-02-21)
... ...
### Computational Quantum Mechanics Exercises from "Computational Quantum Mechanics" by Joshua Izaac & Jingbo Wang. My programming language of choice is Golang. *NOTE*: The book uses Python and Fortran throughout. **Note**, majority of the code I have written describes/corresponds to the content of the book. My solutions to exercises from the book have filename starting with `Ex`. Copyright(c) 2020 robotastray@cantab.net
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