Search results
Results from the WOW.Com Content Network
Ad nauseam is a Latin term for an argument or other discussion that has continued to the figurative point of nausea. [ 1 ] [ 2 ] For example, "this has been discussed ad nauseam " indicates that the topic has been discussed extensively and those involved have grown sick of it.
Download as PDF; Printable version; In other projects Wikidata item; Appearance. ... Ad infinitum is a Latin phrase meaning "to infinity" or "forevermore". Description
An argument which does not seem to have such a beginning becomes difficult to imagine. If it can be established, separately, that the chain must have a start, then a reductio ad infinitum is a valid refutation technique. reformatio in peius: change to worse: A decision from a court of appeal is amended to a worse one.
Download as PDF; Printable version; ... ad nauseam: "argumentum ad nauseam" or "argument from repetition" or "argumentum ad infinitum"
ad nauseam: to sickness: i.e., "to the point of disgust". Sometimes used as a humorous alternative to ad infinitum. An argumentum ad nauseam is a logical fallacy in which erroneous proof is proffered by prolonged repetition of the argument, i. e., the argument is repeated so many times that persons are "sick of it". ad oculos: to the eyes
A dicto simpliciter ad dictum secundum quid; Ad antiquitatem; Ad hominem; Ad infinitum; Ad nauseam; Ad personam; Argumentum a fortiori; Argumentum ad antiquitatem; Argumentum ad baculum; Argumentum ad captandum; Argumentum ad consequentiam; Argumentum ad crumenam; Argumentum ad ignorantiam; Argumentum ad lapidem; Argumentum ad lazarum ...
Proof by assertion – a proposition is repeatedly restated regardless of contradiction; sometimes confused with argument from repetition (argumentum ad infinitum, argumentum ad nauseam). Prosecutor's fallacy – a low probability of false matches does not mean a low probability of some false match being found. [43] [44]
ad infinitum An argument or process that is supposed to continue indefinitely, without ever reaching an end or conclusion. adjunction See conjunction introduction. affine logics A subfield of linear logic focusing on the study of affine transformations and their implications in logical reasoning. affirmative proposition