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Questions tagged [reference-request]

This tag is for questions seeking external references (books, articles, etc.) about a particular subject. Please do not use this as the only tag for a question.

This tag is for questions seeking external references (books, articles, websites, etc.) about a particular subject. It is intended for use along with other, more "mathematical" tags. Please do not use this as the only tag for your questions. See this discussion on Meta.

20936 questions
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Generalization of Kuratowski closure operators

Are there references on a possible generalization of Kuratowski closure operators, namely maps $\mathbf c: L \to L'$, where $(L,\wedge,\vee,\leq,0,1)$ and $(L',\wedge',\vee',\leq',0',1')$ are bounded lattices with $L' \subseteq L$, such…
giobrach
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non-rigorous math books

I’m self-studying physics and mathematics out of interest and I am looking for some non-rigorous (text)books on mathematics. Perhaps one book covering all areas relevant to physics or separate books in the areas of non-linear dynamics, differential…
J VS
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Any good books for mathematicians in order to better understand the "physics way of treating things"?

Any good books for mathematicians in order to better understand the "physics way of treating things"? In order to understand physics calculations better from a math, but non-physics background. I have speculated that part of physics is not that much…
mavavilj
  • 7,270
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I don't know where to start...

So I am studying mathematical analysis of continuity and suits and I don't get how proofs are being made or how the answer should be put... I need some guidance. So if you can tell me about a book that teaches basic mathmatical analysis that would…
Abdeljalil Hadjazi
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Name for the class of functions of the form $f:A^N\to A$

Let $A$ be some space and $N$ be an integer. Does a function of the form $f:A^N\to A$ have a particular name? I'm looking for a keyword to see if there are any general properties of functions of this type.
jonem
  • 383
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1 answer

Book to prepare for Evans’ PDE’s

I’m a graduate student, and I’m looking to start studying PDE’s at the level of Evans’ Partial Differential Equations next semester after having completed the measure theory course this semester. During the fall break, I would like to revise on…
Junaid Aftab
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How many ways "ARRANGE" can be arranged?

In how many ways can the letter of the word "ARRANGE" be arranged in which two Rs and two As come together?
Md Badal Islam
  • 25
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Solution manual for " How to Prove it by D. Vellemen "

I am solving this book. It has good exercises. Since i am new to proofs. Also i am doing every proof on my own but not sure if its correct. Writing single proof for checking on MSE takes lot of time. Is there any solution manual available for this…
ReadThyOwnBook
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The name of the book?

Please, can anyone tell me the name of the book from which the author took the screen? Image: proof on set theory the full answer is here; https://math.stackexchange.com/a/1157332/592926 I have already tried to find out what is the name of this…
Ireko
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Is ‘pure exponential sum’ not an item of standard terminology?

I see articles using this expression, but I’m having difficulty finding a formal definition of it. Is it just a colloquialism? edit: here's an example of its use: http://matwbn.icm.edu.pl/ksiazki/aa/aa91/aa9136.pdf
user584285
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Solution Manual for Apostol's Mathematical Analysis, Chapter 12 (Multivariable Differential Calculus)

Does there exist a solution manual of Apostol's Mathematical Analysis which contains the solution of the exercises given in Chapter 12 (Multivariable Differential Calculus)? I found one in library genesis but that contains only chapter 1-9. It'd be…
Eugenia
  • 400
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What is the mean of "to appear" in references

I want to find the reference 21 in picture below. Then, it is French, I don't know French. Seemly, the reference 22 is like to 21, so I want to find reference 22, but what is the mean of to appear ? How can I find it ? Or there are English version…
Enhao Lan
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1 answer

Where I can download "Principe de concentration-compacité en calcul des variations"

Recently, I read Orbital stability of standing waves for some nonlinear Schrödinger equations. I have some question about the concentration compactness method, so I want to read the Lions' Principe de concentration-compacité en calcul des…
Enhao Lan
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Exercises on finding volumes of revolution using double integrals

In which book I can find exercises on the calculation of volume of solids of revolution by evaluating double integrals?
Victor Huuanca Sullca
  • 455
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Reference Request : about inverse problem in PDE

In your opinion what is the best book to start Inverse problem which starts with simple explanations. My goal is to understand the problem inverse for the wave equation . Thank you in advance
Bernstein
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