Simple Literary Analytics on Presidential Candidates in the First 2016 Presidential Debate

The first presidential debate 2016 was held on September 26, 2016 in Hofstra University in New York. An interesting analysis will be the literacy level demonstrated by the two candidates using Flesch readability ease and Flesch-Kincaid grade level, demonstrated in my previous blog entry and my Github: stephenhky/PyReadability. First, we need to get the transcript of the … More Simple Literary Analytics on Presidential Candidates in the First 2016 Presidential Debate

Linking Fundamental Physics to Deep Learning

Ever since Mehta and Schwab laid out the relationship between restricted Boltzmann machines (RBM) and deep learning mathematically (see my previous entry), scientists have been discussing why deep learning works so well. Recently, Henry Lin and Max Tegmark put a preprint on arXiv (arXiv:1609.09225), arguing that deep learning works because it captures a few essential … More Linking Fundamental Physics to Deep Learning

SOCcer: Computerized Coding In Epidemiology

There are many tasks that involve coding, for example, putting kids into groups according to their age, labeling the webpages about their kinds, or putting students in Hogwarts into four colleges… And researchers or lawyers need to code people, according to their filled-in information, into occupations. Melissa Friesen, an investigator in Division of Cancer Epidemiology … More SOCcer: Computerized Coding In Epidemiology

Temporal Influence in Data Analysis

Biomedical research and clinical data are often collected on the same sample of data at different points in time. These data are called “longitudinal data.” (See the definition by BLS.) When performing supervised learning (e.g., SVM) on data of this kind, the impact of time-varying correlation of the features on the outcomes / predictions may be … More Temporal Influence in Data Analysis


Previously, I have went through heuristically the description of topology using homology groups in this entry. [Ho 2015] This is the essence of algebraic topology. We describe the topology using Betti numbers, the rank of the homolog groups. What they mean can be summarized as: [Bubenik 2015] “… homology in degree 0 describes the connectedness … More Persistence