How discrete patterns emerge from algorithmic fine-tuning: A visual plea for kroneckerian finitism
Topoi 29 (1):61-75 (2010)
| Abstract | This paper sets out to adduce visual evidence for Kroneckerian finitism by making perspicuous some of the insights that buttress Kronecker’s conception of arithmetization as a process aiming at disclosing the arithmetical essence enshrined in analytical formulas, by spotting discrete patterns through algorithmic fine-tuning. In the light of a fairly tractable case study, it is argued that Kronecker’s main tenet in philosophy of mathematics is not so much an ontological as a methodological one, inasmuch as highly demanding requirements regarding mathematical understanding prevail over mere preemptive reductionism to whole numbers. | |||||||||
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Mark Colyvan, Jay L. Garfield & Graham Priest (2005). Problems with the Argument From Fine Tuning. Synthese 145 (3):325 - 338.
Clément Vidal (2012). Fine-Tuning, Quantum Mechanics and Cosmological Artificial Selection. Foundations of Science 17 (1):29-38.
Bradley Monton (2006). God, Fine-Tuning, and the Problem of Old Evidence. British Journal for the Philosophy of Science 57 (2):405-424.
Graham Wood (2006). The Fine-Tuning Argument: The ‘Design Inference’ Version. Religious Studies 42 (4):467-471.
R. White (2011). What Fine-Tuning's Got to Do with It: A Reply to Weisberg. Analysis 71 (4):676-679.
Neil A. Manson (2009). The Fine-Tuning Argument. Philosophy Compass 4 (1):271-286.
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