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cobol-interpreter-lab/lab-3/main_test.c

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#include "token.h"
// https://github.com/sheredom/utest.h/blob/master/utest.h
#include "utest.h"
#include <stdio.h>
typedef struct yy_buffer_state *YY_BUFFER_STATE;
extern void yyrestart(FILE * input_file);
extern YY_BUFFER_STATE yy_scan_buffer(char *str, int i);
extern void yy_delete_buffer(YY_BUFFER_STATE buffer);
extern FILE *yyin;
extern int yylex();
extern char *yytext;
UTEST_MAIN();
struct token_st {
token_t t;
char *p;
};
UTEST(scanner, hello) {
struct token_st tokens[] = {
{TOKEN_IDENTIFICATION, "IDENTIFICATION"},
{TOKEN_KEYWORD_DIVISION, "DIVISION"},
{TOKEN_DOT, "."},
{TOKEN_PROGRAM_ID, "PROGRAM-ID"},
{TOKEN_DOT, "."},
{TOKEN_IDENT, "HELLO-WORLD"},
{TOKEN_DOT, "."},
{TOKEN_PROCEDURE, "PROCEDURE"},
{TOKEN_KEYWORD_DIVISION, "DIVISION"},
{TOKEN_DOT, "."},
{TOKEN_DISPLAY, "DISPLAY"},
{TOKEN_STRING, "'Hello World!'"},
{TOKEN_STOP, "STOP"},
{TOKEN_RUN, "RUN"},
{TOKEN_DOT, "."},
{TOKEN_EOF, ""},
};
yyin = fopen("samples/hello-world.cbl", "r");
ASSERT_TRUE(yyin);
int index = 0;
token_t t;
do {
// printf("index: %d token: %d text: %s\n", index, t, yytext);
ASSERT_EQ(tokens[index].t, (t = yylex()));
ASSERT_STREQ(tokens[index].p, yytext);
++index;
} while (t != TOKEN_EOF);
}
UTEST(scanner, quadratic) {
struct token_st tokens[] = {
{TOKEN_IDENTIFICATION, "IDENTIFICATION"},
{TOKEN_KEYWORD_DIVISION, "DIVISION"},
{TOKEN_DOT, "."},
{TOKEN_PROGRAM_ID, "PROGRAM-ID"},
{TOKEN_DOT, "."},
{TOKEN_IDENT, "QuadraticSolver"},
{TOKEN_DOT, "."},
{TOKEN_KEYWORD_DATA, "DATA"},
{TOKEN_KEYWORD_DIVISION, "DIVISION"},
{TOKEN_DOT, "."},
{TOKEN_WORKING_STORAGE, "WORKING_STORAGE,"},
{TOKEN_KEYWORD_SECTION, "SECTION"},
{TOKEN_DOT, "."},
{TOKEN_LEVEL_NUM, "77"},
{TOKEN_IDENT, "a"},
{TOKEN_PICTURE, "PIC"},
{TOKEN_NUMERIC, "S9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_NUMERIC, "V9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_COMPUTATION_LEVEL_3, "COMP-3"},
{TOKEN_KEYWORD_VALUE, "VALUE"},
{TOKEN_INTEGER, "1"},
{TOKEN_DOT, "."},
{TOKEN_LEVEL_NUM, "77"},
{TOKEN_IDENT, "b"},
{TOKEN_PICTURE, "PIC"},
{TOKEN_NUMERIC, "S9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_NUMERIC, "V9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_COMPUTATION_LEVEL_3, "COMP-3"},
{TOKEN_KEYWORD_VALUE, "VALUE"},
{TOKEN_INTEGER, "5"},
{TOKEN_DOT, "."},
{TOKEN_LEVEL_NUM, "77"},
{TOKEN_IDENT, "c"},
{TOKEN_PICTURE, "PIC"},
{TOKEN_NUMERIC, "S9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_NUMERIC, "V9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_COMPUTATION_LEVEL_3, "COMP-3"},
{TOKEN_KEYWORD_VALUE, "VALUE"},
{TOKEN_INTEGER, "6"},
{TOKEN_DOT, "."},
{TOKEN_LEVEL_NUM, "77"},
{TOKEN_IDENT, "discriminant"},
{TOKEN_PICTURE, "PIC"},
{TOKEN_NUMERIC, "S9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_NUMERIC, "V9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_COMPUTATION_LEVEL_3, "COMP-3"},
{TOKEN_DOT, "."},
{TOKEN_LEVEL_NUM, "77"},
{TOKEN_IDENT, "root1"},
{TOKEN_PICTURE, "PIC"},
{TOKEN_NUMERIC, "S9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_NUMERIC, "V9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_COMPUTATION_LEVEL_3, "COMP-3"},
{TOKEN_DOT, "."},
{TOKEN_LEVEL_NUM, "77"},
{TOKEN_IDENT, "root2"},
{TOKEN_PICTURE, "PIC"},
{TOKEN_NUMERIC, "S9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_NUMERIC, "V9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_COMPUTATION_LEVEL_3, "COMP-3"},
{TOKEN_DOT, "."},
{TOKEN_LEVEL_NUM, "77"},
{TOKEN_IDENT, "square-root-discriminant"},
{TOKEN_PICTURE, "PIC"},
{TOKEN_NUMERIC, "S9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_NUMERIC, "V9"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "5"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_COMPUTATION_LEVEL_3, "COMP-3"},
{TOKEN_DOT, "."},
{TOKEN_EOF, ""},
{TOKEN_PROCEDURE, "PROCEDURE"},
{TOKEN_KEYWORD_DIVISION, "DIVISION"},
{TOKEN_DOT, "."},
{TOKEN_COMMENT, "*> program begins here"},
{TOKEN_DISPLAY, "DISPLAY"},
{TOKEN_STRING, "'EQUATION: (1x^2) + 5x + 6 = 0'"},
{TOKEN_COMPUTE, "COMPUTE"},
{TOKEN_IDENT, "discriminant"},
{TOKEN_EQUAL, "="},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_IDENT, "b"},
{TOKEN_EXPONENTIAL, "**"},
{TOKEN_INTEGER, "2"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_SUB, "-"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "4"},
{TOKEN_MULTIPLY, "*"},
{TOKEN_IDENT, "a"},
{TOKEN_MULTIPLY, "*"},
{TOKEN_IDENT, "c"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_EOF, ""},
{TOKEN_IF, "IF"},
{TOKEN_IDENT, "discriminant"},
{TOKEN_GREATER_THAN, ">"},
{TOKEN_INTEGER, "0"},
{TOKEN_COMPUTE, "COMPUTE"},
{TOKEN_IDENT, "square-root-discriminant"},
{TOKEN_EQUAL, "="},
{TOKEN_KEYWORD_FUNCTION, "FUNCTION"},
{TOKEN_IDENT, "SQRT"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_IDENT, "discriminant"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_COMPUTE, "COMPUTE"},
{TOKEN_IDENT, "root1"},
{TOKEN_EQUAL, "="},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_SIGNED_NUMERIC, "-b"},
{TOKEN_ADD, "+"},
{TOKEN_IDENT, "square-root-discriminant"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_DIVIDE, "/"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "2"},
{TOKEN_MULTIPLY, "*"},
{TOKEN_IDENT, "a"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_COMPUTE, "COMPUTE"},
{TOKEN_IDENT, "root2"},
{TOKEN_EQUAL, "="},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_SIGNED_NUMERIC, "-b"},
{TOKEN_SUB, "-"},
{TOKEN_IDENT, "square-root-discriminant"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_DIVIDE, "/"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "2"},
{TOKEN_MULTIPLY, "*"},
{TOKEN_IDENT, "a"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_DISPLAY, "DISPLAY"},
{TOKEN_STRING, "'The equation has two distinct real roots: '"},
{TOKEN_DISPLAY, "DISPLAY"},
{TOKEN_STRING, "'Root 1: '"},
{TOKEN_IDENT, "root1"},
{TOKEN_DISPLAY, "DISPLAY"},
{TOKEN_STRING, "'Root 2: '"},
{TOKEN_IDENT, "root2"},
{TOKEN_EOF, ""},
{TOKEN_ELSE, "ELSE"},
{TOKEN_IF, "IF"},
{TOKEN_IDENT, "discriminant"},
{TOKEN_EQUAL, "="},
{TOKEN_INTEGER, "0"},
{TOKEN_COMPUTE, "COMPUTE"},
{TOKEN_IDENT, "root1"},
{TOKEN_EQUAL, "="},
{TOKEN_SIGNED_NUMERIC, "-b"},
{TOKEN_DIVIDE, "/"},
{TOKEN_LEFT_PARENTHESIS, "("},
{TOKEN_INTEGER, "2"},
{TOKEN_MULTIPLY, "*"},
{TOKEN_IDENT, "a"},
{TOKEN_RIGHT_PARENTHESIS, ")"},
{TOKEN_DISPLAY, "DISPLAY"},
{TOKEN_STRING, "'The equation has one real root: '"},
{TOKEN_DISPLAY, "DISPLAY"},
{TOKEN_STRING, "Root:"},
{TOKEN_IDENT, "root1"},
{TOKEN_ELSE, "ELSE"},
{TOKEN_DISPLAY, "DISPLAY"},
{TOKEN_STRING, "'The equation has no real roots.'"},
{TOKEN_EOF, ""},
{TOKEN_STOP, "STOP"},
{TOKEN_RUN, "RUN"},
{TOKEN_DOT, "."},
{TOKEN_EOF, ""},
};
yyin = fopen("samples/quadratic-snippet.cbl", "r");
ASSERT_TRUE(yyin);
int index = 0;
token_t t;
do {
// printf("index: %d token: %d text: %s\n", index, t, yytext);
ASSERT_EQ(tokens[index].t, (t = yylex()));
ASSERT_STREQ(tokens[index].p, yytext);
++index;
} while (t != TOKEN_EOF);
}
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