I am searching for book on discrete mathematics which is suitable for self study. This mean I want it to have exercises with answers (It would be ideal if it had solutions). I have already read "Discrete Mathematics" of Kenneth Ross. I have also partially read "Concrete Mathematics" of Knuth but I didn't like the style much. I am searching for next book to read. I do not have any requirements on topics I just want it to cover few of them like combinatorics and counting, recurrences and probably generating functions.
[Math] Book on discrete mathematics for self study
combinatoricsdiscrete mathematicsgenerating-functionsreference-requestself-learning
Related Solutions
Concrete Mathematics: A Foundation for Computer Science, By Donald Knuth himself!
I took Discrete in the fall and we used that Susanna Epp's Discrete Mathematics with Applications which I found to be pretty good and had a lot of examples. It's not easy reading though.
Best Answer
Epp's text on Discrete Mathematics is a very nice read. Johnsonbaugh is good as well, but is more technical and more geared towards computer scientists.
Nicholas Loehr's text Bijective Combinatorics is a great read for the topics you listed, which fall in the realm of combinatorics. Loehr's text is rigorous and thorough, but it is also very well written and intuitive. I did my undergraduate work at Virginia Tech where he teaches, and he has a reputation for being both brilliant and a fantastic instructor. His book lives up to that reputation, in my opinion.
Make sure you avoid Alan Tucker's Applied Combinatorics textbook. It's a horribly written book, and the only redeeming quality are the exercises.