Andrej Dujella Number Theory
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- เผยแพร่เมื่อ 4 ก.พ. 2025
- Andrej Dujella home page (email is duje@math.hr)
web.math.pmf.u...
Amazon US (currently) $92.96 from a distributor
www.amazon.com...
Directly from publisher at a lower price coming (tentative Feb 2025) to Amazon US.
Frontmatter and Table of Contents PDF:
web.math.pmf.u...
Mathematical Association of America Review:
old.maa.org/pr...
European Mathematical Society Review:
euromathsoc.or...
Andrej Dujella's articles on arXiv
arxiv.org/a/du...
Blurb in "The Best Number Theory Books of All Time"
bookauthority....
Thank you very much for the video on my book :)
I hope that the followers of your nice channel will like it.
I appreciate your comments and suggestions.
Thanks, Proj Dujella!
Dear Andrej,
Honored to have received the PDF version of your book as a gift some time ago: I deeply admire the effort and clarity you put into these 600+ pages of number theory (I appreciate congruences and Diophantine equations very much due to my independent research on tetration stable digits and covering paths on regular grids). It’s wonderful to see your work reaching a wider audience through this video!
@@Ripa Dear Marco, Thank you very much!
Thanks for the opportunity you gave me!
Number theory is my favorite math area, and this this book looks extra special. Thank you for sharing! 💛 ( Btw I got the Mendelson book on your recommendation and I love it! )
Number theory is do much fun. So much mystery in all those whole number patterns. That's great to hear about the Mendelson book!
A maths textbook influencer? Now I've seen everything! 😂
Oh no!!! Right?
Thank you for the lovely book review.
Just out of curiosity, which pencil have you used to make the review notes on the little piece of paper later in the video ??
I love how dark and beautiful the handwritten notes appear 😊
Camlin Supremes. I ordered a batch of 50 from India via Amazon US and I have been using them for like the past month.
@ thank you for sharing !
WHATS THE BEST PRACTICAL NUMBER THEORY TEXTBOOKS BY SPRINGER PUBLISH
THANK YOU
If it has to be springer, I am not familiar with their undergraduate intro NT books, if that's what you mean. I couldn't do much beyond listing them.
Here is one:
link.springer.com/book/10.1007/978-0-387-89486-7
This question was asked on reddit:
www.reddit.com/r/math/comments/mjj331/what_are_the_bestmost_interesting_springer_books/
While you are at it, try to learn some parts of analytic number theory from Apostol's book also. You are eligible for it since you have done enough analysis. The parts of algebra you need for it might be covered in the appendices. And some later chapters in Stein and Shakarchi's book also has stuff related to number theory.
Thanks for that. Yes, it's on my list. Also, Apostol has a nice second book "Modular Functions and Dirichlet Series in Number Theory (Graduate Texts in Mathematics) that follows the one I showed. I still have a ways to go with FIS, though...
@@mathematicaladventures FIS is a lengthy book. But it is very rewarding also. Get it done properly and move on to something new and interesting. I would suggest group theory.
That's the plan: FIS, then Abstract Algebra, and I will mix in a little Number Theory.
Are you a government worker that is now required to go back in the office?
Solid guess! But I will say no more. I am sticking to math 100 percent in here.