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I am looking for a (hopefully eventually comprehensive) list of examples of books or works that are:

  • written by an originator of a field of mathematics, and about that field
  • written by a pioneer of a field of mathematics, who introduced important ideas or concepts, and about those ideas or concepts

There are many reasons motivating this - the short form is that often it is a good idea to read the thoughts of the originator of a field to understand their motivations or how they arrived at the ideas.

I don't want to exclude substantial reading material that isn't specifically a book, so here are some rough rules. I am looking for books, papers, manuscripts, lecture notes, or correspondences over 50 pages, or collections of those over 50 pages in total (eg 5 papers of 5 pages each + manuscript of 25 pages). I chose 50 as it's a comfortable number to say that a collection has the contents of a thin book. Additionally video or audio recordings of over 5 hours are admissible, where each hour counts for 10 pages in the above calculation. Other forms of writing are allowed too, in case I forgot something.

I am not looking for substantially shorter works or collections of those. Anything under 40 pages is strictly unsuitable for this list.

Here are some examples:

  • Euclid's Elements
  • Fermat's collected works
  • Grothendieck's EGA and SGA
  • Isaac Newton - Principia Mathematica
  • Briefwechsel Cantor-Dedekind, by E. Noether and J. Cavaillès, Paris, Hermann & Co, 1937
  • (Physics) Ernst Mach - Mechanics
  • (Chemistry) Linus Pauling - Introduction to Chemistry

Please could you include the following. Not all of those are strictly required, but they will help others:

  • the author
  • what their contribution was to the field
  • name of work (in the language that's on the work and if you can in English)
  • a rough description of whether the work (book/paper/etc) talks about the claimed contribution
  • rough amount of reading pages (or hours if audio/video)
  • where it was printed
  • the year of printing,
  • a place to obtain a copy, like a modern re-print, translation from Latin, Greek, or Arabic, etc.

If you so desire and it is allowed by Math Overflow, please include an image of the title page or of a page that touches on the important topic of the book in a very poignant way. Da Vinci's drawing of a screw helicopter would be an example here.

Here are some relevant, but not quite similar, questions:

I am looking for a (hopefully eventually comprehensive) list of examples of books or works that are:

  • written by an originator of a field of mathematics, and about that field
  • written by a pioneer of a field of mathematics, who introduced important ideas or concepts, and about those ideas or concepts

There are many reasons motivating this - the short form is that often it is a good idea to read the thoughts of the originator of a field to understand their motivations or how they arrived at the ideas.

I don't want to exclude substantial reading material that isn't specifically a book, so here are some rough rules. I am looking for books, papers, manuscripts, lecture notes, or correspondences over 50 pages, or collections of those over 50 pages in total (eg 5 papers of 5 pages each + manuscript of 25 pages). I chose 50 as it's a comfortable number to say that a collection has the contents of a thin book. Additionally video or audio recordings of over 5 hours are admissible, where each hour counts for 10 pages in the above calculation. Other forms of writing are allowed too, in case I forgot something.

I am not looking for substantially shorter works or collections of those. Anything under 40 pages is strictly unsuitable for this list.

Here are some examples:

  • Euclid's Elements
  • Fermat's collected works
  • Grothendieck's EGA and SGA
  • Isaac Newton - Principia Mathematica
  • Briefwechsel Cantor-Dedekind, by E. Noether and J. Cavaillès, Paris, Hermann & Co, 1937
  • (Physics) Ernst Mach - Mechanics
  • (Chemistry) Linus Pauling - Introduction to Chemistry

Please could you include the following. Not all of those are strictly required, but they will help others:

  • the author
  • what their contribution was to the field
  • name of work (in the language that's on the work and if you can in English)
  • a rough description of whether the work (book/paper/etc) talks about the claimed contribution
  • rough amount of reading pages (or hours if audio/video)
  • where it was printed
  • the year of printing,
  • a place to obtain a copy, like a modern re-print, translation from Latin, Greek, or Arabic, etc.

If you so desire and it is allowed by Math Overflow, please include an image of the title page or of a page that touches on the important topic of the book in a very poignant way. Da Vinci's drawing of a screw helicopter would be an example here.

Here are some relevant, but not quite similar, questions:

I am looking for a (hopefully eventually comprehensive) list of examples of books or works that are:

  • written by an originator of a field of mathematics, and about that field
  • written by a pioneer of a field of mathematics, who introduced important ideas or concepts, and about those ideas or concepts

There are many reasons motivating this - the short form is that often it is a good idea to read the thoughts of the originator of a field to understand their motivations or how they arrived at the ideas.

I don't want to exclude substantial reading material that isn't specifically a book, so here are some rough rules. I am looking for books, papers, manuscripts, lecture notes, or correspondences over 50 pages, or collections of those over 50 pages in total (eg 5 papers of 5 pages each + manuscript of 25 pages). I chose 50 as it's a comfortable number to say that a collection has the contents of a thin book. Additionally video or audio recordings of over 5 hours are admissible, where each hour counts for 10 pages in the above calculation. Other forms of writing are allowed too, in case I forgot something.

I am not looking for substantially shorter works or collections of those. Anything under 40 pages is strictly unsuitable for this list.

Here are some examples:

  • Euclid's Elements
  • Fermat's collected works
  • Grothendieck's EGA and SGA
  • Isaac Newton - Principia Mathematica
  • Briefwechsel Cantor-Dedekind, by E. Noether and J. Cavaillès, Paris, Hermann & Co, 1937
  • (Physics) Ernst Mach - Mechanics
  • (Chemistry) Linus Pauling - Introduction to Chemistry

Please could you include the following. Not all of those are strictly required, but they will help others:

  • the author
  • what their contribution was to the field
  • name of work (in the language that's on the work and if you can in English)
  • a rough description of whether the work (book/paper/etc) talks about the claimed contribution
  • rough amount of reading pages (or hours if audio/video)
  • where it was printed
  • the year of printing,
  • a place to obtain a copy, like a modern re-print, translation from Latin, Greek, or Arabic, etc.

If you so desire and it is allowed by Math Overflow, please include an image of the title page or of a page that touches on the important topic of the book in a very poignant way. Da Vinci's drawing of a screw helicopter would be an example here.

Here are some relevant, but not quite similar, questions:

Source Link
cheater
cheater
  • 165
  • 1
  • 11

Maths books or works by originators or pioneers of fields of mathematics

I am looking for a (hopefully eventually comprehensive) list of examples of books or works that are:

  • written by an originator of a field of mathematics, and about that field
  • written by a pioneer of a field of mathematics, who introduced important ideas or concepts, and about those ideas or concepts

There are many reasons motivating this - the short form is that often it is a good idea to read the thoughts of the originator of a field to understand their motivations or how they arrived at the ideas.

I don't want to exclude substantial reading material that isn't specifically a book, so here are some rough rules. I am looking for books, papers, manuscripts, lecture notes, or correspondences over 50 pages, or collections of those over 50 pages in total (eg 5 papers of 5 pages each + manuscript of 25 pages). I chose 50 as it's a comfortable number to say that a collection has the contents of a thin book. Additionally video or audio recordings of over 5 hours are admissible, where each hour counts for 10 pages in the above calculation. Other forms of writing are allowed too, in case I forgot something.

I am not looking for substantially shorter works or collections of those. Anything under 40 pages is strictly unsuitable for this list.

Here are some examples:

  • Euclid's Elements
  • Fermat's collected works
  • Grothendieck's EGA and SGA
  • Isaac Newton - Principia Mathematica
  • Briefwechsel Cantor-Dedekind, by E. Noether and J. Cavaillès, Paris, Hermann & Co, 1937
  • (Physics) Ernst Mach - Mechanics
  • (Chemistry) Linus Pauling - Introduction to Chemistry

Please could you include the following. Not all of those are strictly required, but they will help others:

  • the author
  • what their contribution was to the field
  • name of work (in the language that's on the work and if you can in English)
  • a rough description of whether the work (book/paper/etc) talks about the claimed contribution
  • rough amount of reading pages (or hours if audio/video)
  • where it was printed
  • the year of printing,
  • a place to obtain a copy, like a modern re-print, translation from Latin, Greek, or Arabic, etc.

If you so desire and it is allowed by Math Overflow, please include an image of the title page or of a page that touches on the important topic of the book in a very poignant way. Da Vinci's drawing of a screw helicopter would be an example here.

Here are some relevant, but not quite similar, questions: