Fixed #1825 (*log(0) error)
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@ -3600,7 +3600,8 @@ void CheckOther::checkMathFunctions()
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for (const Token *tok = _tokenizer->tokens(); tok; tok = tok->next())
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{
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// case log(-2)
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if (Token::Match(tok, "log|log10 ( %num% )") &&
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if (tok->varId() == 0 &&
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Token::Match(tok, "log|log10 ( %num% )") &&
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MathLib::isNegative(tok->tokAt(2)->str()) &&
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MathLib::isInt(tok->tokAt(2)->str()) &&
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MathLib::toLongNumber(tok->tokAt(2)->str()) <= 0)
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@ -3608,7 +3609,8 @@ void CheckOther::checkMathFunctions()
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mathfunctionCallError(tok);
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}
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// case log(-2.0)
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else if (Token::Match(tok, "log|log10 ( %num% )") &&
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else if (tok->varId() == 0 &&
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Token::Match(tok, "log|log10 ( %num% )") &&
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MathLib::isNegative(tok->tokAt(2)->str()) &&
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MathLib::isFloat(tok->tokAt(2)->str()) &&
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MathLib::toDoubleNumber(tok->tokAt(2)->str()) <= 0.)
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@ -3617,7 +3619,8 @@ void CheckOther::checkMathFunctions()
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}
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// case log(0.0)
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else if (Token::Match(tok, "log|log10 ( %num% )") &&
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else if (tok->varId() == 0 &&
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Token::Match(tok, "log|log10 ( %num% )") &&
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!MathLib::isNegative(tok->tokAt(2)->str()) &&
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MathLib::isFloat(tok->tokAt(2)->str()) &&
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MathLib::toDoubleNumber(tok->tokAt(2)->str()) <= 0.)
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@ -3626,7 +3629,8 @@ void CheckOther::checkMathFunctions()
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}
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// case log(0)
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else if (Token::Match(tok, "log|log10 ( %num% )") &&
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else if (tok->varId() == 0 &&
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Token::Match(tok, "log|log10 ( %num% )") &&
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!MathLib::isNegative(tok->tokAt(2)->str()) &&
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MathLib::isInt(tok->tokAt(2)->str()) &&
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MathLib::toLongNumber(tok->tokAt(2)->str()) <= 0)
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@ -3634,32 +3638,37 @@ void CheckOther::checkMathFunctions()
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mathfunctionCallError(tok);
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}
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// acos( x ), asin( x ) where x is defined for intervall [-1,+1], but not beyound
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else if (Token::Match(tok, "acos|asin ( %num% )") &&
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else if (tok->varId() == 0 &&
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Token::Match(tok, "acos|asin ( %num% )") &&
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std::fabs(MathLib::toDoubleNumber(tok->tokAt(2)->str())) > 1.0)
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{
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mathfunctionCallError(tok);
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}
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// sqrt( x ): if x is negative the result is undefined
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else if (Token::Match(tok, "sqrt ( %num% )") &&
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else if (tok->varId() == 0 &&
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Token::Match(tok, "sqrt ( %num% )") &&
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MathLib::isNegative(tok->tokAt(2)->str()))
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{
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mathfunctionCallError(tok);
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}
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// atan2 ( x , y): x and y can not be zero, because this is mathematically not defined
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else if (Token::Match(tok, "atan2 ( %num% , %num% )") &&
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else if (tok->varId() == 0 &&
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Token::Match(tok, "atan2 ( %num% , %num% )") &&
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MathLib::isNullValue(tok->tokAt(2)->str()) &&
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MathLib::isNullValue(tok->tokAt(4)->str()))
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{
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mathfunctionCallError(tok, 2);
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}
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// fmod ( x , y) If y is zero, then either a range error will occur or the function will return zero (implementation-defined).
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else if (Token::Match(tok, "fmod ( %num% , %num% )") &&
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else if (tok->varId() == 0 &&
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Token::Match(tok, "fmod ( %num% , %num% )") &&
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MathLib::isNullValue(tok->tokAt(4)->str()))
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{
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mathfunctionCallError(tok, 2);
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}
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// pow ( x , y) If x is zero, and y is negative --> division by zero
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else if (Token::Match(tok, "pow ( %num% , %num% )") &&
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else if (tok->varId() == 0 &&
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Token::Match(tok, "pow ( %num% , %num% )") &&
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MathLib::isNullValue(tok->tokAt(2)->str()) &&
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MathLib::isNegative(tok->tokAt(4)->str()))
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{
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@ -2527,6 +2527,14 @@ private:
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"}");
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ASSERT_EQUALS("", errout.str());
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check("void foo()\n"
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"{\n"
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" std::string *log(0);\n"
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"}");
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ASSERT_EQUALS("", errout.str());
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// acos
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check("void foo()\n"
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"{\n"
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