i could try to send files of my book to an email address if you want to give me one, either publicly or privately. you will not have the ancient font my book is in but if i send it as a postscript file it will be accompanied by its fotn and you can print it if not read it on screen. i think.
but i should really get it on my webpage in some form. thanks for the motivation.
actually i also have notes on transformation geometry, calculus both differential and integral, intro to complex analysis including elliptic functions and elliptic curves, plane algebraic curves, basic algebraic varieties icluding dimension theory and intersection theory, elementary differential topology, sheaf cohomology, and introduction to riemann roch theorem both classical and modern.
but the algebra book is the most polished, although not by modern standards. most people present material nowadays in a beautiful font, but i try to present material in a thoroughly explained context, hopefully with motivations and details. my fonts are old, but my explanations are pretty thorough. of course my presentations are just modifications of things i have learned elsewhere, but i have tried to add my own insights and filled in details that are omitted elsewhere, or fix mistakes that were made.
i am happy, even excited at the chance to present my notes, but i feel bound to remind all readers that the ultimate, if not temporary, value of a set of notes is proportional to the depth of the author's understanding, and thus I recommend again the algebra book of mike artin, because the material literally rolls off his fingertips, the algebraic geometry books of mumford and shafarevich, and the differential topology book of john milnor. in my notes all i have done is take what i have learned from these authorities and explain some things more thoroughly from the standpoint of a novice, fill some details, and omit insights that have eluded me.
