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  • Hash : 2f595f56
    Author : Yuxin Hu
    Date : 2024-12-03T10:27:04

    Update third_party metadata
    
    This is to address the incomplete chromium dependency
    metadata issue.
    
    Bug: b/365321061
    Bug: b/365320354
    Change-Id: I8c62aef170170cd7f0e07f18e01a0787479f1a30
    Reviewed-on: https://chromium-review.googlesource.com/c/angle/angle/+/6064948
    Reviewed-by: Shahbaz Youssefi <syoussefi@chromium.org>
    Commit-Queue: Yuxin Hu <yuxinhu@google.com>
    Reviewed-by: Amirali Abdolrashidi <abdolrashidi@google.com>
    

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  • Git HTTP https://git.kmx.io/kc3-lang/angle.git
    Git SSH git@git.kmx.io:kc3-lang/angle.git
    Public access ? public
    Description

    A conformant OpenGL ES implementation for Windows, Mac, Linux, iOS and Android.

    Homepage

    Github

    Users
    thodg_m kc3_lang_org thodg_w www_kmx_io thodg thodg_l
    Tags

  • README.md

  • ceval

    A C/C++ header for parsing and evaluation of arithmetic expressions.

    [README file is almost identical to that of the <a href=”https://github.com/erstan/ceval#readme”>ceval</a> library]

    Functions accessibe from main()

    FunctionArgument(s)Return Value
    ceval_result() A mathematical expression in the form of a character array or a CPP string The result of the expression as a floating point number
    ceval_tree() A mathematical expression in the form of a character array or a CPP string The function prints the parse tree with each node properly indented depending on it's location in the tree structure

    Supported expressions

    Any valid combination of the following operators and functions, with floating point numbers as operands can be parsed by <b>ceval</b>. Parentheses can be used to override the default operator precedences.

    • Arithematic operators

    + (addition), - (subtraction), * (multiplication), / (division), % (modulo), ** (exponentiation), // (quotient)

    • Relational operators

    == (equal), != (not equal), < (strictly less), > (strictly greater), <= (less or equal), >= (greater or equal) to compare the results of two expressions

    • Single-argument functions

    exp(), sqrt(), cbrt(), sin(), cos(), tan(), asin(), acos(), atan(), sinh(), cosh(), tanh(), abs(), ceil(), floor(), log10(), ln(), deg2rad(), rad2deg(), signum(), int(), frac(), fact()

    • Two-argument functions

    pow(), atan2(), gcd(), hcf(), lcm(), log() (generalized log(b, x) to any base b)

    • Pre-defined math constants

    _pi, _e

    …pre-defined constants are prefixed with an underscore

    • Logical operators

    &&, || and !

    • Bitwise operators

    &, |, ^, <<, >>, ~

    • Other operators
      • , (Comma operator) Comma operator returns the result of it’s rightmost operand Ex: 2,3 would give 3; 4,3,0 would be equal to 0; and cos(_pi/2,_pi/3,_pi) would return cos(_pi) i.e, -1
      • e (e-operator for scientific notation) Using the binary e operator, we can use scientific notation in our arithmetic expressions Ex: 0.0314 could be written as 3.14e-2; 1230000 could be subsituted by 1.23e6

    Usage

    Include the ceval library using the #include "PATH_TO_CEVAL.H" directive your C/C++ project.

    The code snippet given below is a console based interpreter that interactively takes in math expressions from stdin, and prints out their parse trees and results.

    //lang=c
    #include<stdio.h>
    #include<stdlib.h>
    
    #include "ceval.h"
    
    int main(int argc, char ** argv) {
      char expr[100];
      while (1) {
        printf("In = ");
        fgets(expr, 100, stdin);
        if (!strcmp(expr, "exit\n")) {
          break;
        } else if (!strcmp(expr, "clear\n")) {
          system("clear");
          continue;
        } else {
          ceval_tree(expr);
          printf("\nOut = %f\n\n", ceval_result(expr));
        }
      }
      return 0;
    }

    Test Run

    In = 3*7**2
                    2
            **
                    7
    *
            3
    
    Out = 147.000000
    
    
    In = (3.2+2.8)/2
            2
    /
                    2.80
            +
                    3.20
    
    Out = 3.000000
    
    
    In = _e**_pi>_pi**_e
                    2.72
            **
                    3.14
    >
                    3.14
            **
                    2.72
    
    Out = 1.000000
    
    
    In = 5.4%2
            2
    %
            5.40
    
    Out = 1.400000
    
    
    In = 5.4//2
            2
    //
            5.40
    
    Out = 2.000000
    
    
    In = 2*2.0+1.4
            1.40
    +
                    2
            *
                    2
    
    Out = 5.400000
    
    
    In = (5/4+3*-5)+(sin(_pi))**2+(cos(_pi))**2
                    2
            **
                            3.14
                    cos
    +
                            2
                    **
                                    3.14
                            sin
            +
                                            5
                                    -
                            *
                                    3
                    +
                                    4
                            /
                                    5
    
    Out = -12.750000
    
    
    In = 3,4,5,6
            6
    ,
                    5
            ,
                            4
                    ,
                            3
    
    Out = 6.000000
    
    
    In = tanh(2/3)==(sinh(2/3)/cosh(2/3))
                                    3
                            /
                                    2
                    cosh
            /
                                    3
                            /
                                    2
                    sinh
    ==
                            3
                    /
                            2
            tanh
    
    Out = 1.000000
    
    
    In = (2+3/3+(3+9.7))
                    9.70
            +
                    3
    +
                            3
                    /
                            3
            +
                    2
    
    Out = 15.700000
    
    
    In = sin(_pi/2)+cos(_pi/2)+tan(_pi/2)
                            2
                    /
                            3.14
            tan
    +
                                    2
                            /
                                    3.14
                    cos
            +
                                    2
                            /
                                    3.14
                    sin
    
    [ceval]: tan() is not defined for odd-integral multiples of _pi/2
    
    Out = nan
    
    
    In = asin(2)
            2
    asin
    
    [ceval]: Numerical argument out of domain
    
    Out = nan
    
    
    In = exit
    ... Program finished with exit code 0
    

    Note

    When the ceval.h file is included in a C-program, you might require the -lm flag to link math.h

    gcc file.c -lm