Fun
Collection of things I find interesting
Collection of things I find interesting
I’m often asked what to read to understand topic X ∈ {'Quant', 'Wine'}. So often, in fact, that it inspired this section on my website. Odds are you're here because I pointed you here, and now that you are here, there are some disclaimers. These lists are far from exhaustive. Reading them won’t make you an expert or give you a complete view of the topic. They’re just a guide from someone who’s taken a unique path through these subjects. My recommendations are based purely on my own experiences and how much I personally got out of these readings.
My background is in asset pricing. In industry, I worked in quantitative equities and asset allocation, focusing on alpha research. This is the 'new guard' of quants, very different from the 'old guard' in sell-side and derivatives pricing. So, my recommendations are specifically for those who want to dive into the 'new guard'.
I love wine! Drinking, making, and learning about it consume a decent amount of my freetime. I have absolutely no formal education in wine production, tasting, or commerce. I am purely self taught through the following collection of materials. Once again, take these recommendations with a huge grain of salt.
I love RR. The blend of industry and academia keeps the podcast fresh and engaging. The skills of Ben and Cameron are exceptional and cannot be overstated. I sometimes have telepathic moments with Ben, where he asks exactly the question I was thinking. The podcast is incredibly useful for gaining insights into areas of finance I am not an expert in like corp finance and private equity. I chose to specifically link #200 because I am a huge Fama Fanboy.
I have always found it fascinating that people can have such drastically different views, perceptions, and experiences regarding mathematics. It is somewhat fitting that mathematics—something very codified in objectivity—elicits such a dichotomy of love or hate in people's minds. What is less fitting, in my opinion, is the ratio of students who emerge from the education system hating mathematics rather than loving it. Professor Frenkel argues that the binary response to math education stems from a lack of exposure to the truly beautiful aspects of mathematics. While economists are not mathematicians, we frequently use mathematics to convey complex ideas and gain insights into the world around us. As a consequence, younger generations are often obscured from some of the most fascinating, striking, controversial, practical, thought-provoking, and beautiful results of our field. Somewhat disheartening :/
In relation to "Why do people hate math?" video I linked above, this video is by far the best way I have seen someone explain the economics of uncertainty. Despite not covering any mathematics, it can explain some super complex topics. How would you begin to explain the optimal choice under uncertainty to an 8th grader? I wager this video would do a better job than most. The video suggests that we lack tangible ways of dealing with uncertainty, which I think is a strategic omission. Once again, the economics of uncertainty is a fascinating area of economics and finance. The average student thrust into studying CARA Normal, AD securities, or - insert economic model here - will not be as receptive as if they were introduced with this video first. Intrigue is not built by simply presenting a solution to a problem not really understood by the student in the first place.
Nothing takes place in the world whose meaning is not that of some maximum or minimum.
-Leonhard Euler