mathematics and patterns of nature
To appreciate maths you don't need to be a highly educated person, adept at manipulating abstract symbols and equations. Maths is all around us, embodied in nature. Sometimes nature has such complicated shapes that past scientists found it difficult to believe their eyes, let alone understand and work out the underlying formulae. Margaret Wertheim writes about mathematics as performance and as play. Nature just does it. It doesn't need to understand mathematical formulae. And neither do we.
Nobel Prize-winning physicist Richard Feynman was notable because he was such a well rounded person. He loved jazz and travelling to remote places as much as he loved science. Asked once whether his scientific knowledge and understanding spoiled his appreciation of nature, he said it enhanced it.
I'm no mathematician but looking at these patterns it adds another dimension when you try to imagine how the waveforms of light, electrons and atoms managed to achieve such brilliant mathematical coding. It's not that they can think, or that they're intelligent. Not the way we traditionally understand intelligence anyway. They just do maths. And so can we.
Einstein reportedly said that imagination was more important than knowledge. I think that quote is probably a bit dangerous at this post-truth time, but maybe we could safely say that imagination is as important as knowledge?
|In the Sub-Antarctic Plant House, Royal Tasmania Botanical Gardens, Hobart|
|Tree Fern Dicksonia fibrosa|