Which is the “correct” way to represent C=AB with mathbf?

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Which is the "correct" way to represent C=AB with mathbf?



mathbfC=AB or mathbfC=mathbfAB or mathbfC=mathbfAmathbfB










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  • Probably mathbfC=mathbfAmathbfB, given that A and B are separate symbols.
    – Henri Menke
    Dec 2 at 3:51






  • 3




    I guess that the correct way is the way you like, I personally never use mathbf, but boldsymbol instead, and I put , between the symbols. I am aware that several users disagree, but I do not think they can call my way of doing thins "wrong". In the end you will never be able to really clarify if, say, typesetting differential ds upright (what I do) right or wrong. But I agree with @HenriMenke that mathbfAmathbfB is better, at the very least you can search for these symbols more easily in your source code.
    – marmot
    Dec 2 at 4:20










  • Nice comments! Thank you!
    – Artificial Stupidity
    Dec 2 at 6:31














up vote
6
down vote

favorite












Which is the "correct" way to represent C=AB with mathbf?



mathbfC=AB or mathbfC=mathbfAB or mathbfC=mathbfAmathbfB










share|improve this question





















  • Probably mathbfC=mathbfAmathbfB, given that A and B are separate symbols.
    – Henri Menke
    Dec 2 at 3:51






  • 3




    I guess that the correct way is the way you like, I personally never use mathbf, but boldsymbol instead, and I put , between the symbols. I am aware that several users disagree, but I do not think they can call my way of doing thins "wrong". In the end you will never be able to really clarify if, say, typesetting differential ds upright (what I do) right or wrong. But I agree with @HenriMenke that mathbfAmathbfB is better, at the very least you can search for these symbols more easily in your source code.
    – marmot
    Dec 2 at 4:20










  • Nice comments! Thank you!
    – Artificial Stupidity
    Dec 2 at 6:31












up vote
6
down vote

favorite









up vote
6
down vote

favorite











Which is the "correct" way to represent C=AB with mathbf?



mathbfC=AB or mathbfC=mathbfAB or mathbfC=mathbfAmathbfB










share|improve this question













Which is the "correct" way to represent C=AB with mathbf?



mathbfC=AB or mathbfC=mathbfAB or mathbfC=mathbfAmathbfB







math-mode






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asked Dec 2 at 3:31









Artificial Stupidity

4,64611039




4,64611039











  • Probably mathbfC=mathbfAmathbfB, given that A and B are separate symbols.
    – Henri Menke
    Dec 2 at 3:51






  • 3




    I guess that the correct way is the way you like, I personally never use mathbf, but boldsymbol instead, and I put , between the symbols. I am aware that several users disagree, but I do not think they can call my way of doing thins "wrong". In the end you will never be able to really clarify if, say, typesetting differential ds upright (what I do) right or wrong. But I agree with @HenriMenke that mathbfAmathbfB is better, at the very least you can search for these symbols more easily in your source code.
    – marmot
    Dec 2 at 4:20










  • Nice comments! Thank you!
    – Artificial Stupidity
    Dec 2 at 6:31
















  • Probably mathbfC=mathbfAmathbfB, given that A and B are separate symbols.
    – Henri Menke
    Dec 2 at 3:51






  • 3




    I guess that the correct way is the way you like, I personally never use mathbf, but boldsymbol instead, and I put , between the symbols. I am aware that several users disagree, but I do not think they can call my way of doing thins "wrong". In the end you will never be able to really clarify if, say, typesetting differential ds upright (what I do) right or wrong. But I agree with @HenriMenke that mathbfAmathbfB is better, at the very least you can search for these symbols more easily in your source code.
    – marmot
    Dec 2 at 4:20










  • Nice comments! Thank you!
    – Artificial Stupidity
    Dec 2 at 6:31















Probably mathbfC=mathbfAmathbfB, given that A and B are separate symbols.
– Henri Menke
Dec 2 at 3:51




Probably mathbfC=mathbfAmathbfB, given that A and B are separate symbols.
– Henri Menke
Dec 2 at 3:51




3




3




I guess that the correct way is the way you like, I personally never use mathbf, but boldsymbol instead, and I put , between the symbols. I am aware that several users disagree, but I do not think they can call my way of doing thins "wrong". In the end you will never be able to really clarify if, say, typesetting differential ds upright (what I do) right or wrong. But I agree with @HenriMenke that mathbfAmathbfB is better, at the very least you can search for these symbols more easily in your source code.
– marmot
Dec 2 at 4:20




I guess that the correct way is the way you like, I personally never use mathbf, but boldsymbol instead, and I put , between the symbols. I am aware that several users disagree, but I do not think they can call my way of doing thins "wrong". In the end you will never be able to really clarify if, say, typesetting differential ds upright (what I do) right or wrong. But I agree with @HenriMenke that mathbfAmathbfB is better, at the very least you can search for these symbols more easily in your source code.
– marmot
Dec 2 at 4:20












Nice comments! Thank you!
– Artificial Stupidity
Dec 2 at 6:31




Nice comments! Thank you!
– Artificial Stupidity
Dec 2 at 6:31










1 Answer
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13
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I would suggest not to use mathbf explicitly. It would be better to define some meaningful macro name like newcommandmatr[1]mathbf#1 and use it throughout the document. This way the source code becomes more readable and you get the easy way of changing the definition if desired. As for matrAmatrB vs matrAB, I'd say that the former would be better unless AB denotes a single matrix (which is very unusual in math).






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    1 Answer
    1






    active

    oldest

    votes








    1 Answer
    1






    active

    oldest

    votes









    active

    oldest

    votes






    active

    oldest

    votes








    up vote
    13
    down vote



    accepted










    I would suggest not to use mathbf explicitly. It would be better to define some meaningful macro name like newcommandmatr[1]mathbf#1 and use it throughout the document. This way the source code becomes more readable and you get the easy way of changing the definition if desired. As for matrAmatrB vs matrAB, I'd say that the former would be better unless AB denotes a single matrix (which is very unusual in math).






    share|improve this answer
























      up vote
      13
      down vote



      accepted










      I would suggest not to use mathbf explicitly. It would be better to define some meaningful macro name like newcommandmatr[1]mathbf#1 and use it throughout the document. This way the source code becomes more readable and you get the easy way of changing the definition if desired. As for matrAmatrB vs matrAB, I'd say that the former would be better unless AB denotes a single matrix (which is very unusual in math).






      share|improve this answer






















        up vote
        13
        down vote



        accepted







        up vote
        13
        down vote



        accepted






        I would suggest not to use mathbf explicitly. It would be better to define some meaningful macro name like newcommandmatr[1]mathbf#1 and use it throughout the document. This way the source code becomes more readable and you get the easy way of changing the definition if desired. As for matrAmatrB vs matrAB, I'd say that the former would be better unless AB denotes a single matrix (which is very unusual in math).






        share|improve this answer












        I would suggest not to use mathbf explicitly. It would be better to define some meaningful macro name like newcommandmatr[1]mathbf#1 and use it throughout the document. This way the source code becomes more readable and you get the easy way of changing the definition if desired. As for matrAmatrB vs matrAB, I'd say that the former would be better unless AB denotes a single matrix (which is very unusual in math).







        share|improve this answer












        share|improve this answer



        share|improve this answer










        answered Dec 2 at 5:32









        Sergei Golovan

        4,0601514




        4,0601514



























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