you liked the first text you want this: Stewart,. I prefer Grossman and Magnus for their conciseness for the elementary material. Volume I is a superb work on analysis. . Perhaps the best (first) graduate books on group theory are Cameron, Peter. Two great introductions to general relativity are: Callahan,. In French and Spanish, for example, adjectives frequently act as nouns referring to people who have the characteristics denoted by the adjective. The order of executable statements must be explicitly represented and well defined. X Vol II/ Vol II/ General Mathematics Check out Gullberg.
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Secondly, although it covers algorithms it is not computer oriented. I give and bequeath to my son Peter Womack one cow and my long Gun. If I had to recommend a single book, it might be: Jones, Frank. My thinking at this writing is that this is the best first text to use. A standard reference that is fairly technical: Owen, Guillermo. To some extent they are available for download at their authors' web site. This is a history of statistics that is a very quick read. Baxter, Ira.; Yahin, Andrew; Moura, Leonardo; Sant' Anna, Marcelo; Bier, Lorraine (November 1619, 1998). This is in Springer's Undergraduate Text series but the first hundred pages (out of 250) cover generating functions and get well into Polya's counting theory.
Again, students almost invariably get through the basic course on statistics without knowing what statistics (the field) is and how statisitics are actually used. A concise work (189pp well written, senior level, which assumes some knowledge of analysis, very nice: Pinkus, Allan, and Samy Zafrany.