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\DeclareMathOperator*{\newop}{\Large\Xi}
Thank you!

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\DeclareMathOperator*{\newop}{\Large\Xi}
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\newcommand*\newop{\mathop{\raisebox{-7pt}{\normalfont\Huge\symbol{4}}}}
Apparently these distributions are more specifically functions [1,2]. Moreover I can't see any big Phi that is associated to them as an operator.toman wrote:OK, first post, so hope this isn't stupid, but could this functionality be put on the wish-list for the next version of Latex? How do you go about this?
I work with the Lognormal and Normal distributions quite a bit and it would be good to get a variable-scale capital greek Phi as a symbol.
That is basically a font issue and has little impact on LaTeX. TeX fonts have a specific mechanism to make variable-sized operators like \sum work. Similar symbols wouldn't pose any technical problem.toman wrote:OK, first post, so hope this isn't stupid, but could this functionality be put on the wish-list for the next version of Latex? How do you go about this?
I'm wondering whether variable-sized (n-ary) Chi and Phi letters actually exist. The Comprehensive Symbols List doesn't include them, neither does Unicode; and the Unicode consortium works hard to include all common mathematical symbols. These two might be very recent additions, or just too uncommon. Just out of curiosity, could you name a source (textbook, article...) where they actually appear?I work with the Lognormal and Normal distributions quite a bit and it would be good to get a variable-scale capital greek Phi as a symbol.
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\newcommand*\newop{\mathop{\raisebox{-7pt}{\normalfont\Huge\symbol{4}}
Actually I know this notation, too. One of my math profs was using it during his lecture. The received opinion for typeset text seems to avoid \forall and \exists altogether, replacing them with textual notation. Regarding the literature, that is basically a self-fulfilling prophecy: Most math literature is written in TeX, and since the standard TeX fonts don't include n-ary \forall or \exists, they are avoided.Remco wrote:I'm also looking for this functionality. I my case, I want a \forall and \exists operator that looks and behaves like \sum. Though I don't know of any existing litterature using this notation I believe it makes some statements a lot easier to read.
Remco wrote:I do not quite understand theexample, could you please give an example of how to use it? Could you perhaps rewrite \sum^i_N n_i using only \Sigma as an example?Code: Select all
\newcommand*\newop{\mathop{\raisebox{-7pt}{\normalfont\Huge\symbol{4}}
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\mathop{\raisebox{-7pt}{\normalfont\Huge\symbol{6}}_N n_i
For this purpose there is an alternative notation for quantification [1]. These symbols exist in variable sizes.Remco wrote:I'm also looking for this functionality. I my case, I want a \forall and \exists operator that looks and behaves like \sum. Though I don't know of any existing litterature using this notation I believe it makes some statements a lot easier to read. [...]
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\begin{align}
\forall x&=\bigwedge_x \\
\exists x&=\bigvee_x
\end{align}
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