wrldtrvlr123:In any case, I certainly admire Weebecka's perseverance around here.
I'd admire her perseverence if she actually came up with a clear response to other's points, rather than wallowing in jargon and subjective waffle. wrldtrvlr123:I did take a peek at one of her discussions on ATM and the facilitation seemed to go much smoother with those posters.
Facilitation? If she actually had a clear description of what she offered in classes I'd be willing to listen. You'll find that most teachers in the UK are willing to try new ideas and give them a go over a decent period of time to see results. However you can't argue with tried and tested (concrete) methods. wrldtrvlr123:I think you lot just don't have the knack for it.
She quoted 'social constructivism', 'falliability theory' and 'paradigm shifts'. Whilst the people who developed these very worthy (no sarcasm intended, I respect the work of Kuhn, Popper, Piaget, Vygoktsy, etc... and the ATM and MA have a lot of respect from me for the ideas they've developed for the benefit of the teaching community) concepts do have points in the scientific world, in Mathematics they have no place, especially in the Primary and Secondary classrooms. Sure, moving up to A-Level, University and Post-Graduate study then there's perhaps some merit to investigating these points. Mathematics is not a science - it is a set of rules that have been constructed from formal axioms and logic - and whilst at the very highest order these axioms and logical constructs have been questions, they haven't resulted in a subjectivity of Mathematics, instead, they've resulted in more objective forms of Mathematics - non-Euclidean geometry is the classic example. When you take Mathematical constructs and apply them to the real world - i.e. Physics, Chemistry, Statistics, Economics, etc, then you will come across subjectivity. But not in Mathematics itself. As for weebecka, it's clear that there's some vagaries about her teaching. However if she does have the experience and results - I'd openly welcome her into my school to deliver some of her ideas on the pedagogy of Mathematics, I'm always of the opinion that you should never stand still in your teaching methods. That said, it's becoming worryingly clear that rather than address the more salient (and less trolling) arguments of posters on this thread, she just adds on another layer of waffle.
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