Introduction

Notes

Math

Epistemology

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Andrius Kulikauskas

  • m a t h 4 w i s d o m - g m a i l
  • +370 607 27 665
  • My work is in the Public Domain for all to share freely.

用中文

  • 读物 书 影片 维基百科

Introduction E9F5FC

Questions FFFFC0

Software

Physics

Engineering

  • Terry Bristol's thoughts on the epistemology of engineering and design
  • Area between curves in phase space = Work. Heat cycle. Carnot diagram.
  • Engine - cyclic, dynamic equilibrium.
  • Andrew Morris about John Smeaton and water wheels
  • IDEO. Design is a biological form that survives. Design a supportive environment.
  • Warren Berger. A More Beautiful Question. A practical Why / What If / How system of inquiry. IDEO.
    • Why are we doing it this way?
    • What if we did it that way?
    • How would you attempt it?
  • Recursively enabling.
  • How China Got Rich
  • https://en.wikipedia.org/wiki/What_Engineers_Know_and_How_They_Know_It Walter Vincenti. Epistemology of engineering. Relate this to Michael Polanyi, consider it as a sociology of aviation engineering. And also as a study of evolution, the variation-selection model. Use it to sketch out an epistemology of engineering. And consider how that would relate to evolution of the laws of physics, perhaps by a Creator. https://archive.org/details/whatengineerskno0000vinc
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This page was last changed on March 30, 2024, at 11:47 AM