Reverse straw man: Difference between revisions

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The [[reverse straw man]] fallacy is the opposite of the [[straw man fallacy]].
The [[reverse straw man]] fallacy is the opposite of the [[straw man fallacy]]. It is also called an '''iron man fallacy''' [https://effectiviology.com/straw-man-arguments-recognize-counter-use/#Iron-man_arguments] or a '''Motte-and-bailey fallacy'''[https://en.wikipedia.org/wiki/Motte-and-bailey_fallacy].
Consider two propositions:
Consider two propositions:


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* https://rationalwiki.org/wiki/Motte_and_bailey
* https://rationalwiki.org/wiki/Motte_and_bailey
* https://rationalwiki.org/wiki/Straw_man#Iron_manning
* https://rationalwiki.org/wiki/Straw_man#Iron_manning
* https://en.wikipedia.org/wiki/Motte-and-bailey_fallacy
* https://thenonsequitur.com/?p=3527
* https://effectiviology.com/straw-man-arguments-recognize-counter-use/#Iron-man_arguments


[[Category: Fallacies]]
[[Category: Fallacies]]
[[fr: Homme de paille inversé]]
[[fr: Homme de paille inversé]]

Revision as of 21:33, 13 July 2022

The reverse straw man fallacy is the opposite of the straw man fallacy. It is also called an iron man fallacy [1] or a Motte-and-bailey fallacy[2]. Consider two propositions:

  • A, which is hard to attack ;
  • B, which is easy to attack.

Whereas the straw man fallacy consists in attacking proposition A by attacking instead proposition B, the reverse straw man consists in defending proposition B by defending proposition A.

It’s a form of non sequitur: accepting A would imply to accept B, or a form of equivocation.

In its extreme form (antonym fallacy), proposition B is the exact opposite of A, thus akin to the Schrödinger’s razor fallacy.

The reverse straw man then consists in getting a proposition accepted by arguing in favor of its opposite, by playing on definitions, using intermediate anti-conceptual definitions (definition by non-essentials) or even intellectual package dealings.

Exemples

barking cat

borders

examples

See also