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Lakatos on Mathematical Knowledge 

Matthew J. Brown
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Lecture for class on Imre Lakatos, "Proofs and Refutations"

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23 июл 2024

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Комментарии : 10   
@pointblank3409
@pointblank3409 2 года назад
thanks for the lecture. You are doing great.
@IvanSekamatte
@IvanSekamatte 8 месяцев назад
Great work
@danajanediaz3007
@danajanediaz3007 Год назад
Thanks sir
@yabyum108
@yabyum108 8 месяцев назад
thanks - helpful :)
@benquinneyiii7941
@benquinneyiii7941 7 месяцев назад
Flavor
@janklaas6885
@janklaas6885 5 месяцев назад
📍13:24
@DSAK55
@DSAK55 3 месяца назад
WTF is naive about Falsification?
@newtonswig
@newtonswig 3 месяца назад
2 Things make bare falsification naive: 1) Like your man said, almost every theory has anomalies, often right from the getgo- stuff it can’t explain as things stand. Maybe it’ll explain them later, but maybe it won’t. When are we to say that these anomalies falsify the theory?? 2) most theories aren’t even really about what’s true- they are models. Ask yourself, what would it mean to falsify the ideal gas law? What exactly could falsify it?? I mean there are plenty of gases that don’t follow it, but then they aren’t ideal…
@donaldist7321
@donaldist7321 3 месяца назад
read up on Duhem/Quine
@mumblerockheaven2683
@mumblerockheaven2683 4 месяца назад
My problem: 1. If A killed C, then B helped him. 2. A does not know B, and never acts with him. 3. If C killed A, then there is no corpse. What is the result, if one and only one statement is false.