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(UN-)CERTAINTY AND (IN-)EXACTNESS
Proceedings of the 1st CLE Colloquium for Philosophy and Formal Sciences
				
				
				
				
				
Attempts to formalize syllogistically some propositions of the Elements of Euclid, made by Herlinus, Dasypodius, Clavius and Hérigone
                        
                       
                  
					
			(UN-)CERTAINTY AND (IN-)EXACTNESS
Proceedings of the 1st CLE Colloquium for Philosophy and Formal Sciences
Attempts to formalize syllogistically some propositions of the Elements of Euclid, made by Herlinus, Dasypodius, Clavius and Hérigone
 
							
                                    
                                                                                                From the reading of certain Aristotle’s texts and of his commentators, it was established among the medieval authors the conviction about the certainty of Mathematics. Alessandro Piccolomini (1508-1578), in his work Commentarium de Certitudine Mathematicarum disciplinarum (1547), defies the epistemological status of Mathematics, arguing that its demonstrations are not potissimae. His work has rekindled the  controversy on the nature of demonstrations and objects of Mathematics and led to the well-known Quaestio de Certitudine Mathematicarum. Our aim is to present the syllogistic approach made by authors who were not directly involved in the Quaestio but whose positions may be inferred based on their practices and underlying assumptions.							
						
						
							
			    			
							
							
								
                                                                        
									                                                                            
						
				
						
						
						
						
						
						
						
						
						
						
						
						
						
						
						
						
						
						
						
						
						
												
					| pagine: | 109-139 | 
| DOI: | 10.4399/97888255145134 | 
| data pubblicazione: | Aprile 2018 | 
| editore: | Aracne | 





 
 
	                    	 
				 
																														
                                            