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Now after 25 years I have re-read it and gotten even more out of it than the first time! A hidden pearl of a book which I am gong to give many people I love to help them open up their perspectives.
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FLATLAND, written in the 19th century, was influential in describing geometry. LAWS OF FORM does the same for arithmatic.
I have been reading and re-reading this book for more than 20 years. In full, at least 8 times. Countless "hits" to review specific ideas.
Reviewers here who have panned LOF might be right in thinking that my appreciation for this work is based on what I have read into it, not what it contains intrinsically.
On my first reading, I was perplexed and somewhat disappointed ("That's it?") But I felt that it deserved a second, more deliberate reading. I'm not a mathematician, but my fourth reading was assisted by conversations with a professional scholar of logic systems. And by my fourth reading I was better prepared to appreciate the subtlety and power of LOF.
The concepts regarding time as a function of memory (instead of the reverse) still awe me.
If I could only take three books with me (to Mars, to the future, to the past), LOF would be the *first* that I grabbed.
"The universe is constructed in such a manner that it can see itself." - GSB / LOF
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