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Friday, 2 February 2024

Zero Sums

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Site logo image Luisa A. Igloria posted: " Driving back from the gym, I listen to a radio program where two mathematicians are talking about zero. I'm parked in front of my house, but their conversation keeps me glued to the seat. One of them says in math, whatever operation you do, you need to" Via Negativa Read on blog or Reader

Zero Sums

Luisa A. Igloria

February 3

Driving back from the gym, I listen to a radio program where two mathematicians  are talking about zero. I'm parked in front of my house, but their conversation keeps me  glued to the seat. One of them says in math, whatever operation you do, you need to also be   able to undo—just like with multiplication and division. Unless you divide by zero, in which case  you get the impossible. Or you get a row of mechanical calculators which get crazy hot  and perhaps catch fire, because the numbers just go on looping. To divide by zero results in  infinity, because infinity in mathematics isn't actually a number, it's a direction. You could move  in that direction, but never get there. Which is to say, if you broke the logic within the known   world of numbers and divided by zero, then all numbers become the same number. One is two  is three is seventy, whether birthday or anniversary;  everything squares out the same. Does this mean all   we have equates to nothingness, or does it mean   none of our differences matter or exist? On the radio,  one mathematician says, sure there's logic  in supposing a world where everything is zero.   But it's self-contained: it has no birthdays  or anniversaries, whether ten or a hundred.   Perhaps, then, the porcupine wouldn't have its pin- cushion coat of spangles, or the octopus its eight  jelly arms. There'd be no trains or airplanes, olympic  sprints, or medals for lifting, since every distance, lap,   and weight would be zero. What else is there beyond  what we already know? the other mathematician is dying to know.   I think his question is kind of like the one my students  often pose in challenging the old binary oppositions:   can't it be both/and, since multiple things can be  true at the same time in our complicated, paradoxical  lives? I feel lucky to "own" a home, but we don't really own it (the bank does). I feel lucky to have had  children, but even now feel overwhelmed by  the obligations of parenthood. I love this life   with its bright days and summertime fig harvests, and I hate the daily news of war and violence. I hate it   more when I'm told to count my blessings, since there  are so many others so clearly worse off than me.  
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