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    The existence of non-standard numbers in first-order arithmetics is a semantic obstacle for modelling our arithmetical skills. This article argues that so far there is no adequate approach to overcome such a semantic obstacle, because we can also find out, and deal with, non-standard elements in Turing machines
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    After Many Gods
    Renascence 73 (1): 13-28. 2021.
    In January 1928, The Dial published T. S. Eliot’s review of Personae: The Collected Poems of Ezra Pound. Even as he acknowledges his indebtedness to his fellow American poet-critic, Eliot seems bewildered by Pound’s belief system, which in his estimation is a heady mix of mysticism, occultism, pseudoscience, and Confucianism. With a touch of exasperation, he ends the review by asking provocatively, “what does Mr. Pound believe?” Although he would never give an answer that Eliot would find satisf…Read more