| Foundations of Future AI | Towards a New Cognitive Science | 
| Human Evolution | Logic constrains biology, biology constrains us, and yet we think and speak and feel. How did we get here, then, and what parts came in what order? This was a lot of fun to write. Includes Tautology, and Cognitive Biology, and Conceptual Archeology. | 
| N+V Humor Theory | Veatch's 1998 "A Theory of Humor" | 
| Gesture Learning | How to learn effective physical movement.   A research program for reinforcement learning by embodied systems, like people.  | 
| Math as Language | Underlying intuition reads out as discrete expression. | 
| Robot Emotion | On the design of emotional systems for humans and robots. Motivational frames and their relative priorities. Metrics to guide reinforcement learning. | 
| Evolutionary/Functional/Logical Decomposition | of the elements of Language | 
| Synthetic Perception | Examples include image merger, color qualia, rhythm, object coherence, and stereoscopic movement as object learning. | 
| Neural Networks + Fuzzy Logic + Space | An attempt at a careful, accessible introduction to neural networks
    assuming only high school algebra and a little geometry and
    differentiation.  NNs are defined mathematically, along with how to
    run them, how to train them (by the usual gradient descent), how
    to train them better (so I suppose: using 'Newton-Raphson', which
    really ought to kill!).  I also discuss how to understand the
    training algorithm's implicit reasoning about the adjustments it
    decides to make; I share an interpretation that backpropagation is
    like an Anti-Dunning-Kruger learning system (and therefore morally
    superior to most men?).  Then I give a whole Fuzzy Logic
    re-interpretation of NNs, along with suggestions on how to enhance
    their logical reasoning capabilities. I tried the wikipedia page, 
    and got so frustrated I wrote my own introduction. So yes, I
    suggest reading this if you want to really understand neural
    networks, and if your other resources have made it seem
    inscrutable.  It's a few pages of actual math, yes, but all the
    steps are laid out: no leaps! It's not short, but you don't have to be
    a math major to follow along. I encourage your
    study here if you are interested in really knowing how neural
    nets work. Also this adds Fuzzy Logic to neural networks, including how to train them. Finally this goes into Space Representing Neural Networks so robots can represent space, or humans' representation of space can be understood better. Three months of work is in here.  | 
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