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Results tagged with textbook-recommendation
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user 60435
Questions asking for recommendations of textbooks on some subject. It can be helpful to indicate whether the request is for self-study, for use in a course one teaches, for use accompanying a course one takes etc., and to give some additional details on the context. Typically, additional tags are used to indicate the subject. For other questions on books, please use the tag books. Also, see reference-request for a related tag.
2
votes
Introductory textbook on geometry of hyperbolic space
You might try the following:
Jürgen Richter-Gebert: Perspectives on Projective Geometry,
David Mumford, Caroline Series, David Wright: Indra´s Pearls.
6
votes
Reference request: Dynamical systems
There is also the classic Palis, de Melo: Geometric Theory of Dynamical Systems.
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7
votes
Books for (Complex) Algebraic Curves
When I was a student I liked a lot the book by Egbert Brieskorn and Horst Knörrer: Plane Algebraic Curves. I can recommend it.
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2
votes
Russian Equivalent of Big Rudin
A good choice he would be the two-volume textbook of Vladimir Zorich: Mathematical Analysis which is available in English now in its second edition. See http://www.springer.com/gp/book/9783662487907 a …
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2
votes
Insightful books about elementary mathematics
Two great ones are:
Fuchs, Tabachnikov: Mathematical Omnibus and
Arnold: Lectures and Problems: A Gift to Young Mathematicians.
10
votes
Text for an introductory Real Analysis course.
You might like to try Vladimir Zorich: Mathematical Analysis I. This is an English edition of a Russian textbook, which has been the standard one at Moscow State University. It is comprehensive and ve …
0
votes
Notes on flag varieties and Grassmannians for beginners
The basics you can find in Joe Harris: Algebraic Geometry.
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15
votes
Springer GTM Reprints in China?
They are legitimate editions, published by an agreement with China Science Press. They are for sale in China only. These reprints are done not only for GTMs but also many other maths books. See the en …
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3
votes
Introductory texts to mathematics
I support very much the idea to recommend the Fuks and Tabachnikov book as in the answer above, and in addition to this two book by Vladimir Arnold:
Arnold's problems book for school students, which …
2
votes
Differential Algebra Book
Besides the book by van der Put and Singer, which is mentioned above, I recommend that you have a look at Werner Seiler's Involution. This comprehensively covers many topics in the areas you list.
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1
vote
Accepted
books on very large scale linear optimization
Have a look at Marti, Reinelt: The Linear Ordering Problem. This books gives an up-to-date overview.
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17
votes
Math books for advanced high school students
Here are four suggestions:
Arnold's problems book for school students, which is freely available via http://imaginary.org/sites/default/files/taskbook_arnold_en_0.pdf . Note that it is also available …
1
vote
Mathematical Physics Book Recommendation
You can get the overview with Zeidler's multi-volume Quantum-Field Theory I, II, III.
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4
votes
Good book on Riemann surfaces and Galois theory?
Try Askold Khovanskii: Galois Theory, Coverings and Riemann Surfaces.
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2
votes
Textbook for Partial Differential Equations with a viewpoint towards Geometry
Try Jost: Partial Differential Equations.
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