A lot of people where I come from view diversity as a political thing. Some people think that having recruiting or retention preferences don't contribute to anything but some abstract social ideal. I've seen several things firsthand that counter that idea, but wanted to share one experience that specifically involves math (because its "objective"). I… Continue reading Diversity is good for science: Math and the status quo
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Workshop on Computational Plant Biology at PB2020 & Opportunities for Participants
Last year I held a workshop on collaboration in computational plant biology at pb2019. We went through a few examples of how computational biology is used in a variety of situations, discussed challenges in collaboration and communication. Participants were matched with potential collaborators at the end of the workshop. I received a lot of feedback… Continue reading Workshop on Computational Plant Biology at PB2020 & Opportunities for Participants
Computational Plant Science – Clustering in R Tutorial
Last week was the Plantae Seminar "Computational Plant Science - Science at the Interface of Math, Computer Science, and Plant Biology with Alexander Bucksch": Dr. Bucksch mentions using two clustering techniques - B splines and K-means clustering. I've discussed K-means clustering in a previous post to analyze predictors of success in Settlers of Catan. B splines… Continue reading Computational Plant Science – Clustering in R Tutorial
Random Chance in Settlers of Catan
Games of chance are often people’s first exposure to statistics. Settlers of Catan is a game that revolves around the probability distribution of two independent 6-sided die rolls. The game consists of hexagons with one of four possible resources available. These hexagons are normally in a random configuration. Each hexagon receives a random number token.… Continue reading Random Chance in Settlers of Catan
Aristotle’s Golden Mean
Aristotle was one of the first philosophers to posit that man desires happiness first and foremost. His answer to this drive for happiness was the golden mean. The golden mean sits between the two extremes - excess and deficiency. He believed that moderation between two extremes of behavior would produce happiness. This is somewhat in… Continue reading Aristotle’s Golden Mean