Updated Programming language specification (Gemstone) (markdown)
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# Programming language specification
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`TODO: write language specification`
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## Primitive data types
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The most fundamental types of data. They provide the base upon everything else is built. A primitive type has 2 properties: size in bytes and arithmetic model (additionally specifies representation on bit level). There are exactly two primitive data types:
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| Type name | size in bytes | arithmetic model |
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| - | - | - |
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| `int` | 4 | signed integer stored as two's complement with the MSB representing the sign bit |
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| `float` | 4 | signed single precision floating point as specified by IEEE-754 |
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## Composite data types
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Primitive data types provide the foundation upon which direct derivations can be built. The derivations of primitive types we call composite types. A composite type modifies or extends the definition of a primitive or another composite type.
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Extensions or modifications can mean adding or removing a sign bit, exchanging the arithmetic model, etc.
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The declaration of a composite data type is made with the following syntax:
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`typedef <sign> <scale> <base> $name`
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### Sign
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The `<sign>` is a keyword specifying whether to implement a sign bit or not. Possible values are:
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- `signed`: for a single sign bit
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- `unsigned`: for no sign bit
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### Scale
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`<scale>` describes the scaling factor to use. This is a rational factor used alongside the byte size of the base. To calculate the final size of the composite type multiply all factors with the base types size in bytes.
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#### Possible values
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| Name | Factor |
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| - | - |
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| short | $2^{-1}$ |
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| long | $2$ |
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| half | $2^{-1}$ |
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| double | $2$ |
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#### Examples:
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IEEE-754 double precision floating point: `long float` with size: `4 bytes * 2 = 8 bytes` <br>
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32-Bit integer: `half long int` with size: `4 bytes * 2 * 2^(-1) = 4 bytes` <br>
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A single byte: `half short int` with size: `4 bytes * 2^(-1) * 2^(-1) = 1 byte` <br>
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#### Limitations:
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The size of composite type cannot exceed 32 and be lower than 1 nor be a non integral value.
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A notable exception is the primitive type `float`. Its size is constrained to 2, 4, 8, 10, 16 and 32 in order to remain compliant with the IEEE-754 standard. A platform may choose to only provide implementations for only a few of the previously named sizes. On x86 and x64 and ARM the most common composite floats are of the sizes: 4 (float) and 8 (double).
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### Base
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The base of a composite type specifies on which primitive or composite type a derivation is to be built.
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## Example types
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```cpp
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typedef long float double_precision
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typedef short short int ascii
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typedef double int long_int
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```
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