Old books you would like to rewritten with high-quality typesetting











up vote
10
down vote

favorite












There are some question on mathoverflow such as




  • What out-of-print books would you like to see re-printed?

  • Old books still used


that the answer of users tell us that:



Mathematicians prefer to use older books because of some old books are full of amazing ideas and some of them are comprehensive (such as books of Spivak).




Question: Which Old books (low quality typesetting) you would like to rewritten with high-quality typesetting not just re-printed of old version.




My question is not just a question. We are a group of math students (most of them are geometry students) that want to re-write popular old books using LATEX.



One can search for most cited books such as: Curvature and Betti numbers (K Yano, S Bochner) or Einstein manifolds (AL Besse).










share|cite




















  • 3




    wouldn't you run into copyright restrictions? (it typically takes author's life time + 70 years to expire...)
    – Carlo Beenakker
    4 hours ago












  • Is there any legal way to do this work?
    – C.F.G
    4 hours ago






  • 3




    I'm afraid not without asking permission from copyright holders.
    – Carlo Beenakker
    3 hours ago






  • 3




    I'm surely not the only one who hopes you'll do it anyway.
    – Harry Gindi
    1 hour ago










  • You could ask the people involved in the TAC Reprints series tac.mta.ca/tac/reprints/index.html how they approached the associated copyright issues
    – Yemon Choi
    10 mins ago















up vote
10
down vote

favorite












There are some question on mathoverflow such as




  • What out-of-print books would you like to see re-printed?

  • Old books still used


that the answer of users tell us that:



Mathematicians prefer to use older books because of some old books are full of amazing ideas and some of them are comprehensive (such as books of Spivak).




Question: Which Old books (low quality typesetting) you would like to rewritten with high-quality typesetting not just re-printed of old version.




My question is not just a question. We are a group of math students (most of them are geometry students) that want to re-write popular old books using LATEX.



One can search for most cited books such as: Curvature and Betti numbers (K Yano, S Bochner) or Einstein manifolds (AL Besse).










share|cite




















  • 3




    wouldn't you run into copyright restrictions? (it typically takes author's life time + 70 years to expire...)
    – Carlo Beenakker
    4 hours ago












  • Is there any legal way to do this work?
    – C.F.G
    4 hours ago






  • 3




    I'm afraid not without asking permission from copyright holders.
    – Carlo Beenakker
    3 hours ago






  • 3




    I'm surely not the only one who hopes you'll do it anyway.
    – Harry Gindi
    1 hour ago










  • You could ask the people involved in the TAC Reprints series tac.mta.ca/tac/reprints/index.html how they approached the associated copyright issues
    – Yemon Choi
    10 mins ago













up vote
10
down vote

favorite









up vote
10
down vote

favorite











There are some question on mathoverflow such as




  • What out-of-print books would you like to see re-printed?

  • Old books still used


that the answer of users tell us that:



Mathematicians prefer to use older books because of some old books are full of amazing ideas and some of them are comprehensive (such as books of Spivak).




Question: Which Old books (low quality typesetting) you would like to rewritten with high-quality typesetting not just re-printed of old version.




My question is not just a question. We are a group of math students (most of them are geometry students) that want to re-write popular old books using LATEX.



One can search for most cited books such as: Curvature and Betti numbers (K Yano, S Bochner) or Einstein manifolds (AL Besse).










share|cite















There are some question on mathoverflow such as




  • What out-of-print books would you like to see re-printed?

  • Old books still used


that the answer of users tell us that:



Mathematicians prefer to use older books because of some old books are full of amazing ideas and some of them are comprehensive (such as books of Spivak).




Question: Which Old books (low quality typesetting) you would like to rewritten with high-quality typesetting not just re-printed of old version.




My question is not just a question. We are a group of math students (most of them are geometry students) that want to re-write popular old books using LATEX.



One can search for most cited books such as: Curvature and Betti numbers (K Yano, S Bochner) or Einstein manifolds (AL Besse).







soft-question books latex






share|cite















share|cite













share|cite




share|cite








edited 1 hour ago









Alexey Ustinov

6,58745778




6,58745778










asked 4 hours ago









C.F.G

964431




964431








  • 3




    wouldn't you run into copyright restrictions? (it typically takes author's life time + 70 years to expire...)
    – Carlo Beenakker
    4 hours ago












  • Is there any legal way to do this work?
    – C.F.G
    4 hours ago






  • 3




    I'm afraid not without asking permission from copyright holders.
    – Carlo Beenakker
    3 hours ago






  • 3




    I'm surely not the only one who hopes you'll do it anyway.
    – Harry Gindi
    1 hour ago










  • You could ask the people involved in the TAC Reprints series tac.mta.ca/tac/reprints/index.html how they approached the associated copyright issues
    – Yemon Choi
    10 mins ago














  • 3




    wouldn't you run into copyright restrictions? (it typically takes author's life time + 70 years to expire...)
    – Carlo Beenakker
    4 hours ago












  • Is there any legal way to do this work?
    – C.F.G
    4 hours ago






  • 3




    I'm afraid not without asking permission from copyright holders.
    – Carlo Beenakker
    3 hours ago






  • 3




    I'm surely not the only one who hopes you'll do it anyway.
    – Harry Gindi
    1 hour ago










  • You could ask the people involved in the TAC Reprints series tac.mta.ca/tac/reprints/index.html how they approached the associated copyright issues
    – Yemon Choi
    10 mins ago








3




3




wouldn't you run into copyright restrictions? (it typically takes author's life time + 70 years to expire...)
– Carlo Beenakker
4 hours ago






wouldn't you run into copyright restrictions? (it typically takes author's life time + 70 years to expire...)
– Carlo Beenakker
4 hours ago














Is there any legal way to do this work?
– C.F.G
4 hours ago




Is there any legal way to do this work?
– C.F.G
4 hours ago




3




3




I'm afraid not without asking permission from copyright holders.
– Carlo Beenakker
3 hours ago




I'm afraid not without asking permission from copyright holders.
– Carlo Beenakker
3 hours ago




3




3




I'm surely not the only one who hopes you'll do it anyway.
– Harry Gindi
1 hour ago




I'm surely not the only one who hopes you'll do it anyway.
– Harry Gindi
1 hour ago












You could ask the people involved in the TAC Reprints series tac.mta.ca/tac/reprints/index.html how they approached the associated copyright issues
– Yemon Choi
10 mins ago




You could ask the people involved in the TAC Reprints series tac.mta.ca/tac/reprints/index.html how they approached the associated copyright issues
– Yemon Choi
10 mins ago










2 Answers
2






active

oldest

votes

















up vote
2
down vote













Algebra for Beginners, by Todhunter.



It was first printed 1876, so it should be totally fine to make a typeset version of this. I got an original as a gift, and read it. For a research mathematician, it is elementary, but there is at least one trick that I learned from that book, that high-school (and undergraduate university) did not teach me:



How to simplify $sqrt{7+4sqrt{3}}$?



Also, the book is still being printed, latest I can find is from 2016, with a price of about $40 (when ordering from a Swedish company).






share|cite|improve this answer





















  • Does the trick have anything to do with period two points of a quadratic function?
    – JP McCarthy
    48 mins ago


















up vote
2
down vote













The 1978 book "Probabilities and Potential" by by Claude Dellacherie, and Paul-André Meyer (and later volumes) is still a standard reference for man facts concerning probability theory, stochastic processes, and measure theory. Sadly, the typesetting is really ugly and newer reprints are just image copies.



Interestingly, the earlier 1966 book "Probability and Potentials" by Meyer alone, essentially the predecessor, was beautifully typeset.






share|cite|improve this answer





















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    2 Answers
    2






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    oldest

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    2 Answers
    2






    active

    oldest

    votes









    active

    oldest

    votes






    active

    oldest

    votes








    up vote
    2
    down vote













    Algebra for Beginners, by Todhunter.



    It was first printed 1876, so it should be totally fine to make a typeset version of this. I got an original as a gift, and read it. For a research mathematician, it is elementary, but there is at least one trick that I learned from that book, that high-school (and undergraduate university) did not teach me:



    How to simplify $sqrt{7+4sqrt{3}}$?



    Also, the book is still being printed, latest I can find is from 2016, with a price of about $40 (when ordering from a Swedish company).






    share|cite|improve this answer





















    • Does the trick have anything to do with period two points of a quadratic function?
      – JP McCarthy
      48 mins ago















    up vote
    2
    down vote













    Algebra for Beginners, by Todhunter.



    It was first printed 1876, so it should be totally fine to make a typeset version of this. I got an original as a gift, and read it. For a research mathematician, it is elementary, but there is at least one trick that I learned from that book, that high-school (and undergraduate university) did not teach me:



    How to simplify $sqrt{7+4sqrt{3}}$?



    Also, the book is still being printed, latest I can find is from 2016, with a price of about $40 (when ordering from a Swedish company).






    share|cite|improve this answer





















    • Does the trick have anything to do with period two points of a quadratic function?
      – JP McCarthy
      48 mins ago













    up vote
    2
    down vote










    up vote
    2
    down vote









    Algebra for Beginners, by Todhunter.



    It was first printed 1876, so it should be totally fine to make a typeset version of this. I got an original as a gift, and read it. For a research mathematician, it is elementary, but there is at least one trick that I learned from that book, that high-school (and undergraduate university) did not teach me:



    How to simplify $sqrt{7+4sqrt{3}}$?



    Also, the book is still being printed, latest I can find is from 2016, with a price of about $40 (when ordering from a Swedish company).






    share|cite|improve this answer












    Algebra for Beginners, by Todhunter.



    It was first printed 1876, so it should be totally fine to make a typeset version of this. I got an original as a gift, and read it. For a research mathematician, it is elementary, but there is at least one trick that I learned from that book, that high-school (and undergraduate university) did not teach me:



    How to simplify $sqrt{7+4sqrt{3}}$?



    Also, the book is still being printed, latest I can find is from 2016, with a price of about $40 (when ordering from a Swedish company).







    share|cite|improve this answer












    share|cite|improve this answer



    share|cite|improve this answer










    answered 52 mins ago









    Per Alexandersson

    6,91474078




    6,91474078












    • Does the trick have anything to do with period two points of a quadratic function?
      – JP McCarthy
      48 mins ago


















    • Does the trick have anything to do with period two points of a quadratic function?
      – JP McCarthy
      48 mins ago
















    Does the trick have anything to do with period two points of a quadratic function?
    – JP McCarthy
    48 mins ago




    Does the trick have anything to do with period two points of a quadratic function?
    – JP McCarthy
    48 mins ago










    up vote
    2
    down vote













    The 1978 book "Probabilities and Potential" by by Claude Dellacherie, and Paul-André Meyer (and later volumes) is still a standard reference for man facts concerning probability theory, stochastic processes, and measure theory. Sadly, the typesetting is really ugly and newer reprints are just image copies.



    Interestingly, the earlier 1966 book "Probability and Potentials" by Meyer alone, essentially the predecessor, was beautifully typeset.






    share|cite|improve this answer

























      up vote
      2
      down vote













      The 1978 book "Probabilities and Potential" by by Claude Dellacherie, and Paul-André Meyer (and later volumes) is still a standard reference for man facts concerning probability theory, stochastic processes, and measure theory. Sadly, the typesetting is really ugly and newer reprints are just image copies.



      Interestingly, the earlier 1966 book "Probability and Potentials" by Meyer alone, essentially the predecessor, was beautifully typeset.






      share|cite|improve this answer























        up vote
        2
        down vote










        up vote
        2
        down vote









        The 1978 book "Probabilities and Potential" by by Claude Dellacherie, and Paul-André Meyer (and later volumes) is still a standard reference for man facts concerning probability theory, stochastic processes, and measure theory. Sadly, the typesetting is really ugly and newer reprints are just image copies.



        Interestingly, the earlier 1966 book "Probability and Potentials" by Meyer alone, essentially the predecessor, was beautifully typeset.






        share|cite|improve this answer












        The 1978 book "Probabilities and Potential" by by Claude Dellacherie, and Paul-André Meyer (and later volumes) is still a standard reference for man facts concerning probability theory, stochastic processes, and measure theory. Sadly, the typesetting is really ugly and newer reprints are just image copies.



        Interestingly, the earlier 1966 book "Probability and Potentials" by Meyer alone, essentially the predecessor, was beautifully typeset.







        share|cite|improve this answer












        share|cite|improve this answer



        share|cite|improve this answer










        answered 21 mins ago









        Michael Greinecker

        7,58423757




        7,58423757






























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