"I've invented some new words... ingressive to replace masculine and congressive to replace feminine... Ingressive is a character trait... a behaviour... about going forward... not being waylaid about what people say... being competitive and winning. Congressive is about bringing things together and... shedding light and understanding... helping people... and maybe we are presenting mathematics at school in a very ingressive way, because it's often about being right... getting the right answer."
Quote Details
Added by wikiquote-import-bot
Unverified quote
0 likes
Mathematicians from EnglandWomen authors from EnglandEducators from EnglandWomen academics from EnglandPeople of Chinese descent
Original Language: English
Available Languages (1)
Sources
Imported from EN Wikiquote
https://en.wikiquote.org/wiki/Eugenia_Cheng
Revision History
No revisions have been submitted for this quote.
Categories
Eugenia Cheng
51 quotes on TrueQuotesView all quotes by Eugenia Cheng β
Related Quotes
"Infinity is a Loch Ness monster, capturing the imagination with its awe-inspiring size but elusive nature. Infinity iβ¦"
"Abstraction is about digging deep into a situation to find out what is at its core making it tick. Another way to thiβ¦"
"... I wish we could educate people not just to be able to do things and know things, but to be nicer humans β and to β¦"
"...The idea of math is to look for similarities between things so that you only need one "recipe" for many different β¦"
"I am going to show that mathematics... is precisely "that which is easy.""
"[S]omething is easy if it is attainable by logical thought processes.... without having to resort to imagination, gueβ¦"
"We will never be able to encompass everything by rationality alone... [T]his is a necessary and beautiful aspect of hβ¦"
"Mathematics... helps... construct and understand arguments... too difficult for ordinary intuition. ...It is a way ofβ¦"
"Now, if you imagine drawing a circle in the air with a , the surface you make is a over a circle. The idea is that foβ¦"
"A lot of programs for good mathematicians at a young age are... competitions and... problem solving... and Olympiads,β¦"