$x & 1 will probably have to convert the double-precision floating point value stored in $x into a "long int" before it can do the fast bit-wise "and". This conversion may well take longer than the simple floating-point division (which will have the aid of floating-point acceleration hardware) that $x % 2 must do.

This probably explains some of the benchmark results.

To me, a much worse problem than the misguided "optimization" of such a simple operation is that $x & 1 will only work for integral values that fit within 32 bits (on most platforms). However, $x % 2 will work correctly on integeral values of approximately 57 bits (on most platforms). Using % 2 will probably make your code handle a much huger range of values correctly.

        - tye (but my friends call me "Tye")

In reply to (tye)Re: Testing a number for oddness by tye
in thread Testing a number for oddness by Falkkin

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