How Do Mathematicians Prefer to Notate Integrals with dx?

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The discussion centers around the placement of "dx" in integral notation, with participants expressing preferences for either placing it before or after the integrand. Some argue that writing "∫dx f(x)" emphasizes the integral as an operator, while others prefer the conventional "∫ f(x) dx" for clarity and consistency with established notation. There is debate about the ambiguity of placing "dx" next to the integral sign, with some asserting that it should not be viewed as merely a closure but as an essential part of the operation. The conversation also touches on the aesthetics of notation, with participants expressing personal preferences and the influence of common practices in textbooks and academic writing. Ultimately, while there are differing opinions on the best approach, there is an acknowledgment of the need for consistency in mathematical communication.
  • #31
I also like:<br /> \int\left(\int\limits_{\stackrel{\int}{a^b}}^{\stackrel{\int f(x)^{\frac{\int}{\iiint^\frac{\rm d}{\oint}}}}{{\rm d}x}}\otimes{\rm d}x \int_b^a\right)x{\rm d}<br />
 

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