I am defining a new math operator, and I found that I can define it using 4 different commands:

  • \DeclareMathOperator (package amsmath)
  • \operatorname (package amsmath)
  • \DeclareMathOperator* (package amsmath)
  • \mathop (TeX command)

What is the formatting difference between them?


1 Answer 1


With the MWE below, we see that the main differences are following:

  • The operator's font changes: all commands write an upright operator, but \mathop write it slanted.
  • In display mode both \DeclareMathOperator* and \mathop set sub- and superscripts right below and above the operator, while the other operators set them shifted to the right.
  • The operator stands right on the baseline for all commands but for\mathop there it sinks below it (both in inline and display mode)

See picture and code below:

enter image description here


%All operators are declared as commands


\(x \Ti^a_b y\)
\[x \Ti^a_b y\]

\(x \Tii^a_b y\)
\[x \Tii^a_b y\]

\(x \Tiii^a_b y\)
\[x \Tiii^a_b y\]

\(x \Tiv^a_b y\)
\[x \Tiv^a_b y\]

  • you are just missing use of fonts and \limits in the primitive \mathop but this answer misses the more subtle technical differences such as the different behaviour of single-ketter operators \operatorname is essentially \mathop{\mathrm{ with or without the use of \limits depending on * May 28, 2020 at 10:01
  • @DavidCarlisle thanks for your experienced feedback. I think the answer is a first good guideline for beginners-intermediate users. I wrote what it first was evident to me. Please, add another answer with the deepest technical differences for advanced users. :) Of course you may edit my answer, but I think, that would spoil the simplicity and clearness. :-\ May 28, 2020 at 10:04
  • note that T is vertically centered with mathop not on the baseline May 28, 2020 at 10:04
  • beginners shouldn't be using TeX primitives in latex documents:-) May 28, 2020 at 10:05
  • But they surely do! And even find them in the code of others ;-) By the way, I added your information about the baseline, thanks! May 28, 2020 at 10:21

You must log in to answer this question.

Not the answer you're looking for? Browse other questions tagged .