What to do when language in a text gets rough

In summary, the conversation discusses the difficulties the speaker is having with understanding a math textbook and asks for recommendations for a clearer book. Some suggestions include comparing wording with another book, re-reading, practicing proofs, or seeking help from a professor. The conversation also mentions Arfken and Weber as a potential alternative textbook to try.
  • #1
ice109
1,714
6
specifically a pure math book? I'm reading this textbook and sometimes it takes me so long to figure out what the theorem or something is actually saying. I can't tell whether parts of it are supposed or are conditions or if they're using some characteristic of another proven part of the concept.

:cry:

it's so annoying cause for about 12 pages i really liked this book due to its rigor now its rigor is killing me.

its this one

https://www.amazon.com/dp/0521664020/?tag=pfamazon01-20

if anyone knows a book like this, that's develops all the concepts from scratch, but is clearer I would very much like to know.
 
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  • #2
You can do a varity of things:

1) Pick up a new book on the subject and compare wording.
2) Re-read.
3) Attempt to complete the proof before the text gives it to you (this is a skill that you should start working on anyway, because many of the graduate math texts I have used tend to assume you can prove the almost every theorem they give you without too much insight).
4) Ask a professor to assist you are stumped.
 
  • #3
in particular since it is a math book u should tend to be more intutive than looking for proofs in the book once u satisfy urdelf with an example then probably u will fell lot better.
 
  • #4
You've chosen an old book to look into. Try Arfken and Weber. The words are more common.
 

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