Is there something like cdots that uses less space?

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7
down vote

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Is there an alternative where I still have three dots but less horizontal space is required?



For instance,



s_1s_2 cdots s_L


results in:



enter image description here



I would like something more compact










share|improve this question



























    up vote
    7
    down vote

    favorite












    Is there an alternative where I still have three dots but less horizontal space is required?



    For instance,



    s_1s_2 cdots s_L


    results in:



    enter image description here



    I would like something more compact










    share|improve this question

























      up vote
      7
      down vote

      favorite









      up vote
      7
      down vote

      favorite











      Is there an alternative where I still have three dots but less horizontal space is required?



      For instance,



      s_1s_2 cdots s_L


      results in:



      enter image description here



      I would like something more compact










      share|improve this question















      Is there an alternative where I still have three dots but less horizontal space is required?



      For instance,



      s_1s_2 cdots s_L


      results in:



      enter image description here



      I would like something more compact







      symbols amsmath






      share|improve this question















      share|improve this question













      share|improve this question




      share|improve this question








      edited 13 mins ago

























      asked 1 hour ago









      purpletentacle

      2191212




      2191212




















          1 Answer
          1






          active

          oldest

          votes

















          up vote
          7
          down vote



          accepted










          You can define your own version, with negative kerning:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          begindocument
          pagenumberinggobble

          (s_1s_2 cdots s_L)

          (s_1s_2 Compactcdots s_L)

          enddocument



          After egreg's comment:



          Using the version above, with cdotp (a mathpunct), the space after each dot is thinmuskip (which defaults to 3mu), so cdotpmkern-2mucdotp is the same as cdotmkern3mumkern-2mucdot which is the same as cdotmkern1mucdot. cdot is a mathbin, so cdot kills the spacing around it.



          One difference between these is that with the former, if you change thinmuskip, the spacing changes accordingly. With the second, the spacing is fixed:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          DeclareRobustCommand
          Fixedcdotsmathinnercdotmkern1mucdotmkern1mucdot

          begindocument

          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          thinmuskip=0mu
          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          enddocument


          P.S. Don't ever use thinmuskip=0mu.






          share|improve this answer






















          • Amazing! Thanks!
            – purpletentacle
            1 hour ago






          • 1




            Why not cdotmkern1mucdotmkern1mucdot?
            – egreg
            1 hour ago










          • what would be the difference in that case?
            – purpletentacle
            41 mins ago










          • Visually, none, as far as my myopia can see :P The cdot is defined as a binary operator (mathbin), so cdot kills the binary spacing around it and the mkern1mu adds some space. cdotp (as I found out after egreg's comment) is defined as a punctuation (mathpunct) and the negative kern kills some of the spacing. I don't know if there is another difference between one and another. @egreg?
            – Phelype Oleinik
            32 mins ago






          • 1




            @PhelypeOleinik The spacing after punctuation is governed by thinmuskip, whose default value is 3mu; adding 3mu and subtracting 2mu…
            – egreg
            31 mins ago










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          1 Answer
          1






          active

          oldest

          votes








          1 Answer
          1






          active

          oldest

          votes









          active

          oldest

          votes






          active

          oldest

          votes








          up vote
          7
          down vote



          accepted










          You can define your own version, with negative kerning:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          begindocument
          pagenumberinggobble

          (s_1s_2 cdots s_L)

          (s_1s_2 Compactcdots s_L)

          enddocument



          After egreg's comment:



          Using the version above, with cdotp (a mathpunct), the space after each dot is thinmuskip (which defaults to 3mu), so cdotpmkern-2mucdotp is the same as cdotmkern3mumkern-2mucdot which is the same as cdotmkern1mucdot. cdot is a mathbin, so cdot kills the spacing around it.



          One difference between these is that with the former, if you change thinmuskip, the spacing changes accordingly. With the second, the spacing is fixed:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          DeclareRobustCommand
          Fixedcdotsmathinnercdotmkern1mucdotmkern1mucdot

          begindocument

          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          thinmuskip=0mu
          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          enddocument


          P.S. Don't ever use thinmuskip=0mu.






          share|improve this answer






















          • Amazing! Thanks!
            – purpletentacle
            1 hour ago






          • 1




            Why not cdotmkern1mucdotmkern1mucdot?
            – egreg
            1 hour ago










          • what would be the difference in that case?
            – purpletentacle
            41 mins ago










          • Visually, none, as far as my myopia can see :P The cdot is defined as a binary operator (mathbin), so cdot kills the binary spacing around it and the mkern1mu adds some space. cdotp (as I found out after egreg's comment) is defined as a punctuation (mathpunct) and the negative kern kills some of the spacing. I don't know if there is another difference between one and another. @egreg?
            – Phelype Oleinik
            32 mins ago






          • 1




            @PhelypeOleinik The spacing after punctuation is governed by thinmuskip, whose default value is 3mu; adding 3mu and subtracting 2mu…
            – egreg
            31 mins ago














          up vote
          7
          down vote



          accepted










          You can define your own version, with negative kerning:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          begindocument
          pagenumberinggobble

          (s_1s_2 cdots s_L)

          (s_1s_2 Compactcdots s_L)

          enddocument



          After egreg's comment:



          Using the version above, with cdotp (a mathpunct), the space after each dot is thinmuskip (which defaults to 3mu), so cdotpmkern-2mucdotp is the same as cdotmkern3mumkern-2mucdot which is the same as cdotmkern1mucdot. cdot is a mathbin, so cdot kills the spacing around it.



          One difference between these is that with the former, if you change thinmuskip, the spacing changes accordingly. With the second, the spacing is fixed:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          DeclareRobustCommand
          Fixedcdotsmathinnercdotmkern1mucdotmkern1mucdot

          begindocument

          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          thinmuskip=0mu
          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          enddocument


          P.S. Don't ever use thinmuskip=0mu.






          share|improve this answer






















          • Amazing! Thanks!
            – purpletentacle
            1 hour ago






          • 1




            Why not cdotmkern1mucdotmkern1mucdot?
            – egreg
            1 hour ago










          • what would be the difference in that case?
            – purpletentacle
            41 mins ago










          • Visually, none, as far as my myopia can see :P The cdot is defined as a binary operator (mathbin), so cdot kills the binary spacing around it and the mkern1mu adds some space. cdotp (as I found out after egreg's comment) is defined as a punctuation (mathpunct) and the negative kern kills some of the spacing. I don't know if there is another difference between one and another. @egreg?
            – Phelype Oleinik
            32 mins ago






          • 1




            @PhelypeOleinik The spacing after punctuation is governed by thinmuskip, whose default value is 3mu; adding 3mu and subtracting 2mu…
            – egreg
            31 mins ago












          up vote
          7
          down vote



          accepted







          up vote
          7
          down vote



          accepted






          You can define your own version, with negative kerning:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          begindocument
          pagenumberinggobble

          (s_1s_2 cdots s_L)

          (s_1s_2 Compactcdots s_L)

          enddocument



          After egreg's comment:



          Using the version above, with cdotp (a mathpunct), the space after each dot is thinmuskip (which defaults to 3mu), so cdotpmkern-2mucdotp is the same as cdotmkern3mumkern-2mucdot which is the same as cdotmkern1mucdot. cdot is a mathbin, so cdot kills the spacing around it.



          One difference between these is that with the former, if you change thinmuskip, the spacing changes accordingly. With the second, the spacing is fixed:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          DeclareRobustCommand
          Fixedcdotsmathinnercdotmkern1mucdotmkern1mucdot

          begindocument

          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          thinmuskip=0mu
          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          enddocument


          P.S. Don't ever use thinmuskip=0mu.






          share|improve this answer














          You can define your own version, with negative kerning:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          begindocument
          pagenumberinggobble

          (s_1s_2 cdots s_L)

          (s_1s_2 Compactcdots s_L)

          enddocument



          After egreg's comment:



          Using the version above, with cdotp (a mathpunct), the space after each dot is thinmuskip (which defaults to 3mu), so cdotpmkern-2mucdotp is the same as cdotmkern3mumkern-2mucdot which is the same as cdotmkern1mucdot. cdot is a mathbin, so cdot kills the spacing around it.



          One difference between these is that with the former, if you change thinmuskip, the spacing changes accordingly. With the second, the spacing is fixed:




          enter image description here




          documentclassarticle

          DeclareRobustCommand
          Compactcdotsmathinnercdotpmkern-2mucdotpmkern-2mucdotp

          DeclareRobustCommand
          Fixedcdotsmathinnercdotmkern1mucdotmkern1mucdot

          begindocument

          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          thinmuskip=0mu
          begintabular*3p1.5cm
          (s_1s_2 cdots s_L) & (s_1s_2 Compactcdots s_L) & (s_1s_2 Fixedcdots s_L) \
          endtabular

          enddocument


          P.S. Don't ever use thinmuskip=0mu.







          share|improve this answer














          share|improve this answer



          share|improve this answer








          edited 18 mins ago

























          answered 1 hour ago









          Phelype Oleinik

          18.1k53871




          18.1k53871











          • Amazing! Thanks!
            – purpletentacle
            1 hour ago






          • 1




            Why not cdotmkern1mucdotmkern1mucdot?
            – egreg
            1 hour ago










          • what would be the difference in that case?
            – purpletentacle
            41 mins ago










          • Visually, none, as far as my myopia can see :P The cdot is defined as a binary operator (mathbin), so cdot kills the binary spacing around it and the mkern1mu adds some space. cdotp (as I found out after egreg's comment) is defined as a punctuation (mathpunct) and the negative kern kills some of the spacing. I don't know if there is another difference between one and another. @egreg?
            – Phelype Oleinik
            32 mins ago






          • 1




            @PhelypeOleinik The spacing after punctuation is governed by thinmuskip, whose default value is 3mu; adding 3mu and subtracting 2mu…
            – egreg
            31 mins ago
















          • Amazing! Thanks!
            – purpletentacle
            1 hour ago






          • 1




            Why not cdotmkern1mucdotmkern1mucdot?
            – egreg
            1 hour ago










          • what would be the difference in that case?
            – purpletentacle
            41 mins ago










          • Visually, none, as far as my myopia can see :P The cdot is defined as a binary operator (mathbin), so cdot kills the binary spacing around it and the mkern1mu adds some space. cdotp (as I found out after egreg's comment) is defined as a punctuation (mathpunct) and the negative kern kills some of the spacing. I don't know if there is another difference between one and another. @egreg?
            – Phelype Oleinik
            32 mins ago






          • 1




            @PhelypeOleinik The spacing after punctuation is governed by thinmuskip, whose default value is 3mu; adding 3mu and subtracting 2mu…
            – egreg
            31 mins ago















          Amazing! Thanks!
          – purpletentacle
          1 hour ago




          Amazing! Thanks!
          – purpletentacle
          1 hour ago




          1




          1




          Why not cdotmkern1mucdotmkern1mucdot?
          – egreg
          1 hour ago




          Why not cdotmkern1mucdotmkern1mucdot?
          – egreg
          1 hour ago












          what would be the difference in that case?
          – purpletentacle
          41 mins ago




          what would be the difference in that case?
          – purpletentacle
          41 mins ago












          Visually, none, as far as my myopia can see :P The cdot is defined as a binary operator (mathbin), so cdot kills the binary spacing around it and the mkern1mu adds some space. cdotp (as I found out after egreg's comment) is defined as a punctuation (mathpunct) and the negative kern kills some of the spacing. I don't know if there is another difference between one and another. @egreg?
          – Phelype Oleinik
          32 mins ago




          Visually, none, as far as my myopia can see :P The cdot is defined as a binary operator (mathbin), so cdot kills the binary spacing around it and the mkern1mu adds some space. cdotp (as I found out after egreg's comment) is defined as a punctuation (mathpunct) and the negative kern kills some of the spacing. I don't know if there is another difference between one and another. @egreg?
          – Phelype Oleinik
          32 mins ago




          1




          1




          @PhelypeOleinik The spacing after punctuation is governed by thinmuskip, whose default value is 3mu; adding 3mu and subtracting 2mu…
          – egreg
          31 mins ago




          @PhelypeOleinik The spacing after punctuation is governed by thinmuskip, whose default value is 3mu; adding 3mu and subtracting 2mu…
          – egreg
          31 mins ago

















           

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