I picked up a copy of Mysticism and Logic by Bertrand Russell. Its a 1929 first edition and I picked it up for 15 bucks at the Strand. It is a collection of 10 short essays. It was a really good read. I won’t get into all the essays, just the ones that I particularly enjoyed.
The contents:
- Mysticism and Logic
- The Place of Science in a Liberal Education
- A Free Man’s Worship
- The Study of Mathematics
- Mathematics and the Metaphysicians
- On Scientific Method in Philosophy
- The Ultimate Constituents of Matter
- The Relation of Sense-Data to Physics
- On the Notion of Cause
- Knowledge by acquaintance and Knowledge by Description
The titular essay was an analysis of what is meant by mystical thinking and how it has been blended with logic in philosophy from Heraclitus onwards. He characterised mystical attitudes as favouring intuitive reasoning, monism, and the unreality of time and sense perception. As you might imagine, Russell doesn’t care much for mystical thinking, which he more or less dismisses as lazy.
The Place of Science in a Liberal Education harkens back to a time when education meant classics and little else. As governments have long since recognised the material benefits of having a population with high mathematical skills, its funny to think of a highly educated populace with little scientific or mathematical literacy.
The Study of Mathematics was an apology for Math. He lamented that it is does not have as high a place in civilization as he believed that it should. He discussed at length the beauty of mathematics. He called it “a beauty cold and austere, like that of sculpture, without appeal to any part of our weaker nature… yet sublimely pure, and capable of a stern perfection such as only the greatest art can show.” He went into some depth of how math is taught in progressive levels of abstraction starting with concrete arithmetic, moving onto the more general truths of algebra, and finally ending in the paradise of Cantor’s infinite.
In Mathematics and the Metaphysicians he claimed the greatest discovery of the 19th century was the formalisation of mathematics. He more or less proposed that philosophy should concentrate on formalism and methodology. I’m not exactly sure when this was written, but it seemed like a precursor to Principia Mathematica.
In the Ultimate Constituents of Matter and The Relation of Sense-Data to Physics, he drew out a six-dimensional universe made of ‘spectacles’ that are trapped within our perspectives. We deduce a three dimensional world by compressing different spectacles into a single ‘thing’. I’m pretty sure he wouldn’t hold this opinion today.
I particularly liked ‘On the Notion of Cause’. He threw causality out the window. He talked about how the language of cause and effect is completely absent from physics. He defined a determinism in terms of functional relations between objects in space time. He also mediated the fate/free will dichotomy by talking about the mental state and physical state of the mind as having a functional mapping. The physical state of the mind has a functional mapping to the physiological movements of the body and its interaction with the outside world. “We feel that our will is not compelled, but that only means that it is not other than we choose it to be.”
Knowledge by Acquaintance and Knowledge by Description was a brief voyage into semantic issues in epistemology. It was premature and underdeveloped but foreshadowed later Witgenstein.