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












6














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



mathbf{C=AB} or mathbf{C}=mathbf{AB} or mathbf{C}=mathbf{A}mathbf{B}










share|improve this question






















  • Probably mathbf{C}=mathbf{A}mathbf{B}, given that A and B are separate symbols.
    – Henri Menke
    Dec 2 '18 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 mathbf{A}mathbf{B} is better, at the very least you can search for these symbols more easily in your source code.
    – marmot
    Dec 2 '18 at 4:20










  • Nice comments! Thank you!
    – God Must Be Crazy
    Dec 2 '18 at 6:31
















6














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



mathbf{C=AB} or mathbf{C}=mathbf{AB} or mathbf{C}=mathbf{A}mathbf{B}










share|improve this question






















  • Probably mathbf{C}=mathbf{A}mathbf{B}, given that A and B are separate symbols.
    – Henri Menke
    Dec 2 '18 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 mathbf{A}mathbf{B} is better, at the very least you can search for these symbols more easily in your source code.
    – marmot
    Dec 2 '18 at 4:20










  • Nice comments! Thank you!
    – God Must Be Crazy
    Dec 2 '18 at 6:31














6












6








6







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



mathbf{C=AB} or mathbf{C}=mathbf{AB} or mathbf{C}=mathbf{A}mathbf{B}










share|improve this question













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



mathbf{C=AB} or mathbf{C}=mathbf{AB} or mathbf{C}=mathbf{A}mathbf{B}







math-mode






share|improve this question













share|improve this question











share|improve this question




share|improve this question










asked Dec 2 '18 at 3:31









God Must Be Crazy

5,64011039




5,64011039












  • Probably mathbf{C}=mathbf{A}mathbf{B}, given that A and B are separate symbols.
    – Henri Menke
    Dec 2 '18 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 mathbf{A}mathbf{B} is better, at the very least you can search for these symbols more easily in your source code.
    – marmot
    Dec 2 '18 at 4:20










  • Nice comments! Thank you!
    – God Must Be Crazy
    Dec 2 '18 at 6:31


















  • Probably mathbf{C}=mathbf{A}mathbf{B}, given that A and B are separate symbols.
    – Henri Menke
    Dec 2 '18 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 mathbf{A}mathbf{B} is better, at the very least you can search for these symbols more easily in your source code.
    – marmot
    Dec 2 '18 at 4:20










  • Nice comments! Thank you!
    – God Must Be Crazy
    Dec 2 '18 at 6:31
















Probably mathbf{C}=mathbf{A}mathbf{B}, given that A and B are separate symbols.
– Henri Menke
Dec 2 '18 at 3:51




Probably mathbf{C}=mathbf{A}mathbf{B}, given that A and B are separate symbols.
– Henri Menke
Dec 2 '18 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 mathbf{A}mathbf{B} is better, at the very least you can search for these symbols more easily in your source code.
– marmot
Dec 2 '18 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 mathbf{A}mathbf{B} is better, at the very least you can search for these symbols more easily in your source code.
– marmot
Dec 2 '18 at 4:20












Nice comments! Thank you!
– God Must Be Crazy
Dec 2 '18 at 6:31




Nice comments! Thank you!
– God Must Be Crazy
Dec 2 '18 at 6:31










1 Answer
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13














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 matr{A}matr{B} vs matr{AB}, 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
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    1 Answer
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    active

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    13














    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 matr{A}matr{B} vs matr{AB}, 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


























      13














      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 matr{A}matr{B} vs matr{AB}, 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
























        13












        13








        13






        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 matr{A}matr{B} vs matr{AB}, 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 matr{A}matr{B} vs matr{AB}, 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 '18 at 5:32









        Sergei Golovan

        4,0751614




        4,0751614






























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