Ivory-Handled


Wild Geese
 
 
You do not have to be good.
You do not have to walk on your knees
for a hundred miles through the desert repenting.
You only have to let the soft animal of your body
love what it loves.
Tell me about despair, yours, and I will tell you mine.
Meanwhile the world goes on.
Meanwhile the sun and the clear pebbles of the rain
are moving across the landscapes,
over the prairies and the deep trees,
the mountains and the rivers.
Meanwhile the wild geese, high in the clean blue air,
are heading home again.
Whoever you are, no matter how lonely,
the world offers itself to your imagination,
calls to you like the wild geese, harsh and exciting -
over and over announcing your place
in the family of things.
 
 
Mary Oliver, 1935-2019
from Wild Geese. Copyright © 2004 by Bloodaxe Books. All rights reserved.




Fig Tree
 
 
I saw my life branching out before me like the green fig tree in the story.
From the tip of every branch, like a fat purple fig, a wonderful future beckoned and winked.
One fig was a husband and a happy home and children,
and another fig was a famous poet
and another fig was a brilliant professor,
and another fig was Ee Gee, the amazing editor,
and another fig was Europe and Africa and South America,
and another fig was Constantin and Socrates and Attila and a pack of other lovers with queer names and offbeat professions,
and another fig was an Olympic lady crew champion,
and beyond and above these figs were many more figs I couldn't quite make out.
I saw myself sitting in the crotch of this fig tree, starving to death, just because I couldn't make up my mind which of the figs I would choose.
I wanted each and every one of them, but choosing one meant losing all the rest, and, as I sat there, unable to decide, the figs began to wrinkle and go black, and, one by one, they plopped to the ground at my feet.
 
 
Sylvia Plath, 1932-1963
from The Bell Jar. Copyright © 1963 by Harper Perennial Modern Classics.
All rights reserved.




Thread
 
 
There's a thread you follow.
It goes among things that change.
But it doesn't change.
People wonder about what you are pursuing.
You have to explain about the thread.
But it is hard for others to see.
While you hold it you can't get lost.
Tragedies happen; people get hurt or die; and you suffer and get old.
Nothing you do can stop time's unfolding.
You don't ever let go of the thread.
 
 
William Stafford, 1914-1993
from The Way It Is. Copyright © 1998 by Graywolf Press. All rights reserved.




Twice-Told Tales
 
 
Mostly, we authors must repeat ourselves-that's the truth. We have two or three great and moving experiences in our lives-experiences so great and moving that it doesn't seem at the time that anyone else has been so caught up and pounded and dazzled and astonished and beaten and broken and rescued and illuminated and rewarded and humbled in just that way ever before.
 
Then we learn our trade, well or less well, and we tell our two or three stories-each time in a new disguise-maybe ten times, maybe a hundred, as long as people will listen.
 
If this were otherwise, one would have to confess to having no individuality at all. And each time I honestly believe that, because I have found a new background and a novel twist, I have really got away from the two or three fundamental tales I have to tell. But it is rather like Ed Wynn's famous anecdote about the painter of boats who was begged to paint some ancestors for a client. The bargain was arranged, but with the painter's final warning that the ancestors would all turn out to look like boats.
 
When I face the fact that all my stories are going to have a certain family resemblance, I am taking a step toward avoiding false starts. If a friend says he's got a story for me and launches into a tale of being robbed by Brazilian pirates in a swaying straw hut on the edge of a smoking volcano in the Andes, with his fiancee bound and gagged on the roof, I can well believe there were various human emotions involved; but having successfully avoided pirates, volcanoes and fiancees who get themselves bound and gagged on roofs, I can't feel them. Whether it's something that happened twenty years ago or only yesterday, I must start out with an emotion-one that's close to me and that I can understand.
 
 
Francis Scott Key Fitzgerald, 1896-1940
from One Hundred False Starts. Copyright © 1933 by Saturday Evening Post.
All rights reserved.




In a word, the calculations are impractical.
 
 
Si maintenant vous me donnez une équation que vous aurez choisie à votre gré et que vous désirez connaître si elle est ou non soluble par radicaux, je n'aurais rien à y faire que de vous indiquer le moyen de répondre à votre question, sans vouloir charger ni moi ni personne de la faire. En un mot les calculs sont impracticables.
 
 
Évariste Galois, 1811-1832
from Mémoire sur les conditions de résolubilité des équations par radicaux.
Copyright © 1830 by Journal de mathématiques pures et appliquées, 417-433.
All rights reserved.




What is Geometry?
 
 
The sight is the richest sensation humanity owns.
When we try to explain something, we often draw a figure to visualize the contents for an explanation.
The role of geometry in mathematics is not so much to give an answer to a problem, since providing an answer to a mathematical question by calculation etc., is usually the role of algebra.
The role of the geometer is to say what the answer (often a number) means.
Geometry in that sense is not so practical since the answer is given anyway.
However, humankind is unable to understand a complicated and chaotic calculation.
We need something-a notion, a concept, or a vision-to understand why we calculate that way.
That is, I think, the role of geometry in mathematics.
Figures appearing in modern mathematics are usually beyond the ability of one's eyesight.
Nevertheless, we visualize important concepts too complicated to understand without geometric meaning.
It is amazing how much we (people studying modern mathematics) came far away from our physical eyesight, free from restriction of the human body, as does modern science and technology.
The frontier of science and technology requires reaching beyond the border of our imagination, which, I believe, modern geometry can provide.
 
 
Kenji Fukaya, 1959
from SCGP Newsletters. Copyright © 2018 by Simons Center for Geometry
and Physics. All rights reserved.




Builder of Cathedrals
 
 
Grothendieck a profondément marqué l'histoire des mathématiques.
Salué comme l'un des mathématiciens les plus influents du XXe siècle, il se considérait lui comme un < bâtisseur de cathédrales >.
Son ambitieux programme de fusion entre l'arithmétique, la géométrie algébrique et la topologie continue de structurer les mathématiques contemporaines.
 
 
Alexander Grothendieck, 1928-2014
from The Memoir of Alexander Grothendieck. Copyright © 2014 by (IHES)
L'Institut des Hautes Études Scientifiques. All rights reserved.