Category: Hanya Yanagihara

Hanya Yanagihara

He didn’t really care if they felt that way or not: he just needed them to say it, he needed to feel that something lay beneath their imperturbable calm, that somewhere within them ran a thin stream of quick, cool water, teeming with delicate lives, minnows and grasses and tiny white flowers, all tender and easily wounded and so vulnerable you couldn’t see them without aching for them.

Hanya Yanagihara

He holds Willem so close that he can feel muscles from his back to his fingertips come alive, so close that he can feel Willem’s heart beating against his, can feel his rib cage against his, and his stomach deflating and inflating with air. ‘Harder,’ Willem tells him, and he does until his arms grow first fatigued and then numb, until his body is sagging with tiredness, until he feels that he really is falling: first through the mattress, and then the bed frame, and then the floor itself, until he is sinking in slow motion through all the floors of the building, which yield and swallow him like jelly. Down he goes through the fifth floor, where Richard’s family is now storing stacks of Moroccan tiles, down through the fourth floor, which is empty, down through Richard and India’s apartment, and Richard’s studio, and then to the ground floor, and into the pool, and then down and down, farther and farther, past the subway tunnels, past bedrock and silt, through underground lakes and oceans of oil, through layers of fossil and shale, until he is drifting into the fire at the earth’s core. And the entire time, Willem is wrapped around him, and as they enter the fire, they aren’t burned but melted into one being, their legs and chests and arms and heads fusing into one.

Hanya Yanagihara

People who don’t like math always accuse mathematicians of trying to make math complicated. (…) But anyone who does love math knows it’s really the opposite: math rewards simplicity, and mathematicians value it above all else. So it’s no surprise that Walter’s favourite axiom was also the most simple in the realm of mathematics: the axiom of the empty set. The axiom of the empty set is the axiom of zero. it states that there must be a concept of nothingness, that there must be the concept of zero: zero value, zero items. Math assumes there’s a concept of nothingness, but is it proven? No. But it must exist.And if we’re being philosophical—which we today are—we can say that life itself is the axiom of the empty set. It begins in zero and ends in zero. We know that both states exist, but we will not be conscious of either experience: they are states that are necessary parts of life, even as they cannot be experienced as life. We assume the concept of nothingness, but we cannot prove it. But it must exist. So I prefer to think that Walter has not died but has instead proven for himself the axiom of the empty set, that he has proven the concept of zero. I know nothing else would have made him happier. An elegant mind wants elegant endings, and Walter had the most elegant mind. So I wish him goodbye; I wish him the answer to the axiom he so loved.