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  • mobi文档 Computer Programming with the Nim Programming Language

    Processing Unit. This tiny device, built of digital electronic circuits, can perform very basic mathematical and logical operations on numbers, such as adding two numbers or determining whether one number checksums are added to the actual data. A checksum, derived from the original data using a special mathematical formula, is transferred with it. The receiver applies the same formula to the received data and example, to get the length of a string variable, we can write len(myString) in classical procedural notation, or we can use the method call syntax myString.len() or just myString.len. The compiler treats
    0 码力 | 865 页 | 7.45 MB | 1 年前
    3
  • epub文档 Computer Programming with the Nim Programming Language

    Processing Unit. This tiny device, built of digital electronic circuits, can perform very basic mathematical and logical operations on numbers, such as adding two numbers or determining whether one number checksums are added to the actual data. A checksum, derived from the original data using a special mathematical formula, is transferred with it. The receiver applies the same formula to the received data and example, to get the length of a string variable, we can write len(myString) in classical procedural notation, or we can use the method call syntax myString.len() or just myString.len. The compiler treats
    0 码力 | 784 页 | 2.13 MB | 1 年前
    3
  • epub文档 Agda User Manual v2.6.0.1

    Agda Quick Guide to Editing, Type Checking and Compiling Agda Code Introduction Menus Writing mathematical symbols in source code Errors Compiling Agda programs Batch-mode command A List of Tutorials of strong typing and dependent types, Agda can be used as a proof assistant, allowing to prove mathematical theorems (in a constructive setting) and to run such proofs as algorithms. Dependent types Typing program is guaranteed to work: it cannot produce something which is not a primitive root. On a more mathematical level, we can express formulas and prove them using an algorithm. For example, a function of type
    0 码力 | 256 页 | 247.15 KB | 1 年前
    3
  • epub文档 Agda User Manual v2.6.0

    Agda Quick Guide to Editing, Type Checking and Compiling Agda Code Introduction Menus Writing mathematical symbols in source code Errors Compiling Agda programs Batch-mode command A List of Tutorials of strong typing and dependent types, Agda can be used as a proof assistant, allowing to prove mathematical theorems (in a constructive setting) and to run such proofs as algorithms. Dependent types Typing program is guaranteed to work: it cannot produce something which is not a primitive root. On a more mathematical level, we can express formulas and prove them using an algorithm. For example, a function of type
    0 码力 | 256 页 | 246.87 KB | 1 年前
    3
  • epub文档 Agda User Manual v2.6.1.3

    Agda Quick Guide to Editing, Type Checking and Compiling Agda Code Introduction Menus Writing mathematical symbols in source code Errors Compiling Agda programs Batch-mode command A List of Tutorials of strong typing and dependent types, Agda can be used as a proof assistant, allowing to prove mathematical theorems (in a constructive setting) and to run such proofs as algorithms. Dependent types Typing program is guaranteed to work: it cannot produce something which is not a primitive root. On a more mathematical level, we can express formulas and prove them using an algorithm. For example, a function of type
    0 码力 | 305 页 | 375.80 KB | 1 年前
    3
  • epub文档 Agda User Manual v2.6.1.2

    Agda Quick Guide to Editing, Type Checking and Compiling Agda Code Introduction Menus Writing mathematical symbols in source code Errors Compiling Agda programs Batch-mode command A List of Tutorials of strong typing and dependent types, Agda can be used as a proof assistant, allowing to prove mathematical theorems (in a constructive setting) and to run such proofs as algorithms. Dependent types Typing program is guaranteed to work: it cannot produce something which is not a primitive root. On a more mathematical level, we can express formulas and prove them using an algorithm. For example, a function of type
    0 码力 | 304 页 | 375.60 KB | 1 年前
    3
  • epub文档 Agda User Manual v2.6.1.1

    Agda Quick Guide to Editing, Type Checking and Compiling Agda Code Introduction Menus Writing mathematical symbols in source code Errors Compiling Agda programs Batch-mode command A List of Tutorials of strong typing and dependent types, Agda can be used as a proof assistant, allowing to prove mathematical theorems (in a constructive setting) and to run such proofs as algorithms. Dependent types Typing program is guaranteed to work: it cannot produce something which is not a primitive root. On a more mathematical level, we can express formulas and prove them using an algorithm. For example, a function of type
    0 码力 | 297 页 | 375.42 KB | 1 年前
    3
  • epub文档 Agda User Manual v2.6.1

    Agda Quick Guide to Editing, Type Checking and Compiling Agda Code Introduction Menus Writing mathematical symbols in source code Errors Compiling Agda programs Batch-mode command A List of Tutorials of strong typing and dependent types, Agda can be used as a proof assistant, allowing to prove mathematical theorems (in a constructive setting) and to run such proofs as algorithms. Dependent types Typing program is guaranteed to work: it cannot produce something which is not a primitive root. On a more mathematical level, we can express formulas and prove them using an algorithm. For example, a function of type
    0 码力 | 297 页 | 375.42 KB | 1 年前
    3
  • epub文档 Agda User Manual v2.5.4.2

    Flags Quick Guide to Editing, Type Checking and Compiling Agda Code Introduction Menus Writing mathematical symbols in source code Errors Compiling Agda programs Batch-mode command Prerequisites You need install. Installing Emacs under Windows A precompiled version of Emacs 24.3, with the necessary mathematical fonts, is available at http://homepage.cs.uiowa.edu/~astump/agda/ . Installation There are several mentions variables bound in the surrounding context. The following commands are the most common (see Notation for key combinations): C-c C-l Load. Type-checks the contents of the file. C-c C-, Shows the
    0 码力 | 216 页 | 207.61 KB | 1 年前
    3
  • epub文档 Agda User Manual v2.5.4.1

    Flags Quick Guide to Editing, Type Checking and Compiling Agda Code Introduction Menus Writing mathematical symbols in source code Errors Compiling Agda programs Batch-mode command Prerequisites You need install. Installing Emacs under Windows A precompiled version of Emacs 24.3, with the necessary mathematical fonts, is available at http://homepage.cs.uiowa.edu/~astump/agda/ . Installation There are several mentions variables bound in the surrounding context. The following commands are the most common (see Notation for key combinations): C-c C-l Load. Type-checks the contents of the file. C-c C-, Shows the
    0 码力 | 216 页 | 207.64 KB | 1 年前
    3
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