Fixed tokenizer: don't change '*(str+num)' if '*' means a product with a previous variable or number.
Ditto for '&str[num]' (still commented).
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@ -4154,8 +4154,10 @@ bool Tokenizer::simplifyTokenList()
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// Replace "*(str + num)" => "str[num]"
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// Replace "*(str + num)" => "str[num]"
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for (Token *tok = _tokens; tok; tok = tok->next()) {
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for (Token *tok = _tokens; tok; tok = tok->next()) {
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if (Token::Match(tok->next(), "* ( %var% + %num% )") ||
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if (!Token::Match(tok, "%var%") && !Token::Match(tok, "%num%")
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Token::Match(tok->next(), "* ( %var% + %var% )")) {
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&& !Token::Match(tok, "]|)")
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&& (Token::Match(tok->next(), "* ( %var% + %num% )") ||
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Token::Match(tok->next(), "* ( %var% + %var% )"))) {
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// remove '* ('
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// remove '* ('
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tok->deleteNext();
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tok->deleteNext();
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tok->deleteNext();
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tok->deleteNext();
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@ -4178,14 +4180,10 @@ bool Tokenizer::simplifyTokenList()
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//"[test.cpp:7]: (error) Invalid pointer 'first' after push_back / push_front\n".
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//"[test.cpp:7]: (error) Invalid pointer 'first' after push_back / push_front\n".
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//Actual:
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//Actual:
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//"".
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//"".
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//2)
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//test/testautovariables.cpp:279: Assertion failed.
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//Expected:
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//"[test.cpp:4]: (error) Return of the address of an auto-variable\n".
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//Actual:
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//"".
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/*for (Token *tok = _tokens; tok; tok = tok->next()) {
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/*for (Token *tok = _tokens; tok; tok = tok->next()) {
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if ((Token::Match(tok->next(), "& %var% [ %num% ]") ||
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if (!Token::Match(tok, "%var%") && !Token::Match(tok, "%num%")
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&& !Token::Match(tok, "]|)")
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&& (Token::Match(tok->next(), "& %var% [ %num% ]") ||
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Token::Match(tok->next(), "& %var% [ %var% ]"))) {
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Token::Match(tok->next(), "& %var% [ %var% ]"))) {
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tok = tok->next();
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tok = tok->next();
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// '&' => '('
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// '&' => '('
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@ -475,9 +475,21 @@ private:
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}
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}
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void tokenize6() {
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void tokenize6() {
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// "&p[1]" => "p+1"
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/*
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ASSERT_EQUALS("; x = p + n ;", tokenizeAndStringify("; x = & p [ n ] ;", true));
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ASSERT_EQUALS("; x = ( p + n ) [ m ] ;", tokenizeAndStringify("; x = & p [ n ] [ m ] ;", true));
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ASSERT_EQUALS("; x = y & p [ n ] ;", tokenizeAndStringify("; x = y & p [ n ] ;", true));
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ASSERT_EQUALS("; x = 10 & p [ n ] ;", tokenizeAndStringify("; x = 10 & p [ n ] ;", true));
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ASSERT_EQUALS("; x = y [ 10 ] & p [ n ] ;", tokenizeAndStringify("; x = y [ 10 ] & p [ n ] ;", true));
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ASSERT_EQUALS("; x = ( a + m ) & p [ n ] ;", tokenizeAndStringify("; x = ( a + m ) & p [ n ] ;", true));*/
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// "*(p+1)" => "p[1]"
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// "*(p+1)" => "p[1]"
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ASSERT_EQUALS("; x = p [ 1 ] ;", tokenizeAndStringify("; x = * ( p + 1 ) ;", true));
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ASSERT_EQUALS("; x = p [ 1 ] ;", tokenizeAndStringify("; x = * ( p + 1 ) ;", true));
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ASSERT_EQUALS("; x = p [ n ] ;", tokenizeAndStringify("; x = * ( p + n ) ;", true));
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ASSERT_EQUALS("; x = p [ n ] ;", tokenizeAndStringify("; x = * ( p + n ) ;", true));
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ASSERT_EQUALS("; x = y * ( p + n ) ;", tokenizeAndStringify("; x = y * ( p + n ) ;", true));
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ASSERT_EQUALS("; x = 10 * ( p + n ) ;", tokenizeAndStringify("; x = 10 * ( p + n ) ;", true));
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ASSERT_EQUALS("; x = y [ 10 ] * ( p + n ) ;", tokenizeAndStringify("; x = y [ 10 ] * ( p + n ) ;", true));
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ASSERT_EQUALS("; x = ( a + m ) * ( p + n ) ;", tokenizeAndStringify("; x = ( a + m ) * ( p + n ) ;", true));
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}
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}
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void tokenize7() {
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void tokenize7() {
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