This is a course on Abstract Algebra and Number Theory for the curious minds. Ideally learners enrolled in this series would have some experience with some basic proof writing, otherwise understanding the proofs will be tough. The goal here is to introduce learners into the vast world of both Abstract Algebra and Number Theory and most importantly, being able to see connections between the two subjects!

If the timings of the sessions do not suit you, then please send me a message either directly or through the series chat. I plan for this to be a conversational series where we investigate how one actually goes about constructing the number systems we use throughout Calculus. In this series, I plan to construct the natural numbers, integers, rational numbers and (possibly) the real numbers. The real numbers are fairly complicated to understand. Consequently, I will only cover this construction if there is any demand for it and how strong the audience is in mathematical maturity. I expect that the audience has some familiarity with basic proof writing. Though if needed, I can quickly cover this at the beginning of the series. That's it, bye for now!

I plan for this to be a conversational series where we investigate how one actually goes about constructing the number systems we use throughout Calculus. If the timings of the sessions do not suit you, then please send me a message either directly or through the series chat.