I’ve finished transcribing Eliphalet Kimball’s 1867 Thoughts on Natural Principles, which is about a defense of anarchism, in articles that originally appeared in The Boston Investigator. The rest is frequently inspired medical and culinary crankery, which should be read carefully for the analogies presented between it and the political thought. Analogy was, after all, all the rage in the 19th century, even, apparently, if you were a radical New England doctor. I’m now working on transcribing a couple of additional essays and some responses, so I can reissue the book in expanded form this spring.
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Josiah Warren: The People’s Sunday Meeting 2/28/1849
“The People’s Sunday Meeting,” Boston Investigator, 18, 43 (February 28, 1849), 3. People’s Sunday Meeting:—The lectures of Mr. Warren before this Society were finished on Sunday last, and at his request will be made the […]
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Josiah Warren: People’s Sunday Meeting, 3/14/1849
“People’s Sunday Meeting,” Boston Investigator, 18, 45 (March 14, 1849), 3. People’s Sunday Meeting:—Mr. Warren’s lecture last Sunday afternoon on Music was well attended, and listened to with much interest. He commenced by going into […]
art-liberty
Calvin Blanchard, “Religion Made Intelligible” (1866)
Mr. Editor:—I was once, as you know, a mere sceptic, or unbeliever. But for many years past I have been a Positivist, certainly foreknowing, or claiming to foreknow, that, by means of Nature, including her cunning method, Art, the world will be populated from pole to pole by human beings, all of whom will be as far better developed than any that now exist, as the best of the present ones are superior to the ourang outang. Here is my Creed, if that which is positively known can properly be called a mere creed:—
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Analogy was, after all, all the rage in the 19th century
Well, sure. After all, we have to establish the Analogical Relationship between NUMBER, as the General Domain of the Abstract Mathematics, and THE UNIVERSE AT LARGE, in respect to those Primary Metaphysical Discriminations which are — within this less definite Domain — equally fundamental, but — apparently — less exact than the corresponding Elemental Distributions of Number itself.