math oscarlevin.com

Oscar Levins Math Page

School of Mathematical Sciences. University of Northern Colorado. Greeley, CO 80639. This Spring 2015 I am teaching Discrete Mathematics Math 228 and Abstract Algebra II Math 322. Course materials will be available through Blackboard. For the last few years I have been developing a free and open source textbook for Discrete Mathematics. Information, as well as the most recent version, can be found here. My primary interests lie in effective algebra and combinatorics, computability theory, reverse m.
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LINKS TO BUSINESS

Discrete Mathematics an Open Introduction

A free, open source text. The text has been developed while teaching the Discrete Mathematics course at the University of Northern Colorado. Primitive versions were used as the primary textbook for that course in Spring 2015 and Spring 2013, and has been used by other instructors as a free additional resource. If you decide to use the book in your course, please let me know.

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TITLE

Oscar Levins Math Page

DESCRIPTION

School of Mathematical Sciences. University of Northern Colorado. Greeley, CO 80639. This Spring 2015 I am teaching Discrete Mathematics Math 228 and Abstract Algebra II Math 322. Course materials will be available through Blackboard. For the last few years I have been developing a free and open source textbook for Discrete Mathematics. Information, as well as the most recent version, can be found here. My primary interests lie in effective algebra and combinatorics, computability theory, reverse m.

CONTENT

This web page math.oscarlevin.com states the following, "This Spring 2015 I am teaching Discrete Mathematics Math 228 and Abstract Algebra II Math 322." Our analyzers viewed that the webpage also said " Course materials will be available through Blackboard." The Website also said " For the last few years I have been developing a free and open source textbook for Discrete Mathematics. Information, as well as the most recent version, can be found here. My primary interests lie in effective algebra and combinatorics, computability theory, reverse m."

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