Formal semantics with as little math as possible

I was writing something up about presuppositions when I realized that I really wanted to be able to write things somewhat formally. So for the purposes of building our shared vocabulary, I decided to write a layperson’s guide to formal semantics. I’m writing it up in the way that most helped *me* understand it back in my youth circa 1872 – if you feel comfortable and intuitive about using set theory, by all means go look at the original source (<a href="https://cs.brown.edu/courses/csci2951-k/papers/heim00.pdf" rel="noopener ugc nofollow" target="_blank">Heim & Kratzer</a>). I was not comfortable with really any kind of serious math when I first started out doing semantics so I am going to phrase things as simply and un-formally as possible. I even put in some warning signs for when math is about to happen in case you are not currently in the proper headspace to receive that kind of information. <a href="https://medium.com/@focusfronting/formal-semantics-with-as-little-math-as-possible-52e4bd9126ba">Click Here</a>