DeSantis Warns That Math Mak Children Gay | The New Yorker

what is gay math

Beg open about beg gay allows me to reach my full tellectual potential.

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DESANTIS WARNS THAT MATH MAK CHILDREN GAY

* what is gay math *

He started by tellg about some of his inti, which veloped to an observatn that our muny treats some inti like race and genr as “standard” differenc and often ignor others, like his gay and Caribbean inti. She built a tetrahedron reprentg a homotopy that answers this qutn affirmatively, but she wanted to step back even further. The fal prenter, Anthony Bonato, told about “Out, Proud, and Combatorial: A gay mathematician’s journey”.

SCIENTISTS MAY HAVE FALLY UNLOCKED PUZZLE OF WHY PEOPLE ARE GAY

Theory: Lbians get om their fathers, gay men om their mothers. * what is gay math *

Queerns has been my entryway to unrstandg excln, but queerg mathematics will not be enough, jt as spac domated by cisgenr gay men n sometim be racist and toxic other ways. My view changed the day a profsor told me that my beg openly gay ma others the partment unfortable, and that I should keep my sexualy to myself to f . I qutned my place mathematics, bee I uld no longer separate the objective world of proofs and equatns om homophobia.

Makg a differenceIn 2017, 20 years after my doctoral studi, I wrote a blogpost tled ‘On beg a gay mathematician’, about my lived experienc.

ON ‘THAT’S SO GAY’ AND LEARNG MATH

My thoughts on beg a gay mathematician. * what is gay math *

Am I actg too gay when givg a lecture? For one of the first tim my reer, I was proud to be a gay man mathematics. Beg out has rced mental noise (such as checkg myself, anxiety about microaggrsns and keepg track of who knows I’m gay) so that I n more fully realize my mathematil creativy.

A MAN HAS ED A MATHEMATIL FORMULA TO PROVE EVERYONE IS GAY — SORT OF

LGBTQIA+ is an abbreviatn for lbian, gay, bisexual, transgenr, queer or qutng, tersex, asexual, and more. The terms are ed to scribe a person’s sexual orientatn or genr inty. * what is gay math *

TALLAHASSEE (The Borowz Report)—Proposg a sweepg ban on math Florida’s classrooms, Governor Ron DeSantis asserted that “the latt rearch” dit that “math mak children gay. Scientists may have fally solved the puzzle of what mak a person gay, and how is passed om parents to their children. A group of scientists suggted Tuday that homosexuals get that tra om their oppose-sex parents: A lbian will almost always get the tra om her father, while a gay man will get the tra om his heredary lk of homosexualy has long been tablished, but scientists knew was not a strictly geic lk, bee there are many pairs of intil tws who have differg sexuali.

Scientists om the Natnal Instute for Mathematil and Blogil Synthis say homosexualy seems to have an epigeic, not a geic thought to have some sort of heredary lk, a group of scientists suggted Tuday that homosexualy is lked to epi-marks — extra layers of rmatn that ntrol how certa gen are exprsed.

In homosexuals, the epi-marks aren't erased — they're passed om father-to-dghter or mother-to-son, explas William Rice, an evolutnary blogist at the Universy of California Santa Barbara and lead thor of the study.

CREATIVE MATHSUBSCRIBESIGN {"@NTEXT":","@TYPE":"NEWSARTICLE","URL":","MAENTYOFPAGE":","HEADLE":"MATH IS GAY","SCRIPTN":"HOW TEGORY THEORY IS QUEERG MATHEMATICS","IMAGE":[{"@TYPE":"IMAGEOBJECT","URL":"}],"DATEPUBLISHED":"2022-06-30T22:55:26+00:00","DATEMODIFIED":"2022-06-30T22:55:26+00:00","ISACCSIBLEFORFREE":TE,"THOR":[{"@TYPE":"PERSON","NAME":"NATHAN ONG","URL":","SCRIPTN":"ELEMENTAL MATHEMAGICIAN \UD83D\UDD25\UD83E\UDEA8\UD83D\UDCA7\UD83C\UDF43\UD83E\UDE84","INTIFIER":"ER:88373442","SAMEAS":["],"IMAGE":{"@TYPE":"IMAGEOBJECT","NTENTURL":","THUMBNAILURL":"}}],"PUBLISHER":{"@TYPE":"ORGANIZATN","NAME":"CREATIVE MATH","URL":","SCRIPTN":"IF APPLIED MATH IS REAL WRG, PURE MATH IS POETRY.\N\NLET'S GET ABSTRACT--LET'S GET CREATIVE \UD83D\UDCA1","TERACTNSTATISTIC":{"@TYPE":"INTERACTNCOUNTER","NAME":"SUBSCRIBERS","TERACTNTYPE":","ERINTERACTNCOUNT":1},"INTIFIER":"PUB:868430","LOGO":{"@TYPE":"IMAGEOBJECT","URL":","NTENTURL":","THUMBNAILURL":"},"IMAGE":{"@TYPE":"IMAGEOBJECT","URL":","NTENTURL":","THUMBNAILURL":"},"SAMEAS":["]}}SHARE THIS POSTMATH IS COPY LKFACEBOOKEMAILNOTOTHERMATH IS GAY

Mathematics partments Canada have a poor rerd on equy, diversy and clivy says a gay mathematics profsor. Here he speaks about the hopeful chang he se g. * what is gay math *

"There is pellg evince that epi-marks ntribute to both the siary and dissiary of fay members, and n therefore feasibly ntribute to the observed faial herance of homosexualy and s low nrdance between [intil] tws, " Rice and his team created a mathematil mol that explas why homosexualy is passed through epi-marks, not geics.

Evolutnarily speakg, if homosexualy was solely a geic tra, scientists would expect the tra to eventually disappear bee homosexuals wouldn't be expected to reproduce. But bee the epi-marks provi an evolutnary advantage for the parents of homosexuals: They protect fathers of homosexuals om unrexposure to ttosterone and mothers of homosexuals om overexposure to ttosterone while they are gtatn. "The epi-marks protect fathers and mothers om excs or unrexposure to ttosterone — when they rry over to oppose-sex offsprg, n e the masculizatn of femal or the femizatn of mal, " Rice says, which n lead to a child beg gay.

ON BEG A GAY MATHEMATICIAN

gay Play The Vio Hi! This is Jaron Here's my personal landg page for one-offs and si projects. What You’ll Fd Here Adventure Wild Outdoor Extreme Waterfall Beard Mcle About Me Eu, cras el ut volutpat, nisl dolor nullam arcu viverra pharetra volutpat elementum mattis nulla vel id erat turpis leo tortor nulla cras … Home Read More » * what is gay math *

Rice not that the markers are "highly variable" and that only strong epi-marks will rult a homosexual scientists have long spected some sort of geic lk, Rice says studi attemptg to expla why people are gay have been few and far between. Well there are many exampl of homosexualy nature, 's very mon.

GAY MATH

Gay fn, unfed See more." name="scriptn * what is gay math *

" Homosexual behavr has been observed black swans, pengus, sheep, and other animals, he 's mol still needs to be tted on real-life parent-offsprg pairs, but he says this epigeic lk mak more sense than any other explanatn, and that his team has mapped out a way for other scientists to tt their work. Browsg through the Teachg Tolerance archiv, I recently me across an olr blog post on movg beyond the phrase “That’s so gay. When a math problem proved difficult to solve, she often rpond to my explanatns wh “That’s so gay, ” rated om time to time wh other choice remarks.

I began to take a firmer stance, explag that g the word gay a disparagg way is disrpectful and hurtful to everyone, and particularly to LGBT people. Everyone’s gay, acrdg to this equatn (Pexels).

A post on Redd which maths to ‘prove’ that straight partners are gay has gone viral. Reddors certaly seem to agree, wh the post om Alexanr — whose ername is makorrga — attractg around 19, 500 upvot sce was submted to the SudnlyGay subredd. If you have two men a relatnship, you have one gay uple.

ABOUT THE CENTERSCE 1983 THE CENTER HAS BEEN SUPPORTG, FOSTERG AND CELEBRATG THE LGBT MUNY OF NEW YORK CY. FD MORE RMATN ON AND OUR WORK ABOUT THE CENTER. VIS ABOUT THE CENTEROUR MISSNCYBER CENTERCENTER HISTORYRACE EQUYMEDIA CENTERLEARSHIP & STAFFEMPLOYMENT OPPORTUNICORPORATE PARTNERSHIPSANNUAL REPORTS & FANCIAL INFORMATNCONTACT USHOURS & LOTNSEMAPSUPPORT THE CENTER

Therefore, a member of that relatnship is half a gay uple. A happy gay uple (Amir Levy/Getty). Alexanr explas that, if we hold the prev sums to be te, “1 woman + 1 man = 1/2 gay + 1/2 gay = gay.

Therefore, he argu that “straight upl are gay. Straight upl are gay, acrdg to Alexanr (Pexels).

2 men= gay.

GAY MEN 'LS LIKELY' TO HAVE GREE SCIENCE, TECH, ENGEERG OR MATHS

)Y homoCategory theory origally veloped as a tool to e problems, but as grew as a field, enabled mathematicians to bridge realms prevly thought to be theory abstracts llectns of objects (lled elements), topology abstracts space, rgs abstract arhmetic, and so on.

Mathematics is mathematics, after all— isn’t male or female, whe or black, or gay or straight.

MIH GAY

Growg up gay ral Ontar durg the 1980s was an isolatg experience culturally, although did give me lots of time to thk and helped foster my creativy. I had two queer iends (one gay the other lbian) and we kept to ourselv and rarely talked about our sexualy wh fay or iends for fear of rejectn.

I knew of one gay profsor at the Universy: the late Jam Stewart, the thor of the famo Calcul text. Beg gay often volv so many of the small feats, the small let downs, that be part of our everyday experience. Beg gay isn’t only about who you love.

GAY

While lecturg do the dience thk ls of me if they know I am gay?

*BEAR-MAGAZINE.COM* WHAT IS GAY MATH

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class="available-ntent"><div dir="to" class="body markup"><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="306" height="33.5" data-attrs="{"src":"" class="sizg-normal" alt srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" fetchprry="high" /></picture><div></div></div></a></figure></div><p>Math is queer, and not jt bee of puns volvg homos.</p><p>But before we talk about that, let’s get a broar picture of mathematics self.</p><p>Image mathematics to be a nse fort. Each tree is a problem or object that ptur a rpective field (topologil spac topology, sets set theory, groups and rgs algebra, and so forth). To study the objects is to look at the var ponents that make up the tree, often wh a magnifyg glass.</p><p>There’s an exprsn that turns up monly among math nversatnalists:</p><blockquote><p><em>Can’t see the fort for the tre.</em></p></blockquote><p>When you’re so zoomed , even if you are borrowg techniqu om lookg at other tre—you miss the bigger picture.</p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="352" height="198" data-attrs="{"src":" Dora the Explorer Season 8 Episo 16: Dora's Night Light Adventure - Full show on Paramount Pl","tle":null,"type":null,"href":null,"belowTheFold":false,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="Watch Dora the Explorer Season 8 Episo 16: Dora's Night Light Adventure - Full show on Paramount Pl" tle="Watch Dora the Explorer Season 8 Episo 16: Dora's Night Light Adventure - Full show on Paramount Pl" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /></picture><div></div></div></a><figptn class="image-ptn">Dora’s Night Light Adventure</figptn></figure></div><p>Category theory is seeg the fort of mathematics self— looks at ways which the tre are related to one another: the roots that nnect and tertwe and the on that don’t, the patterns or lack of among the stcture, shap, and twists between tre.</p><p>Equipped wh a picture, let’s now troduce some more formal statements to enpsulate tegory theory a basic way:</p><p>Rell that a functn tak an put to an output. A functn is a directnal relatnship— tells how thgs the put relate to thgs the output (but not necsarily the other way around unls the functn satisfi certa properti).</p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="199" height="95.46125461254613" data-attrs="{"src":" transformed functns wh arrows - mathrecreatn","tle":null,"type":null,"href":null,"belowTheFold":te,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="unrstandg transformed functns wh arrows - mathrecreatn" tle="unrstandg transformed functns wh arrows - mathrecreatn" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn">the functn f relat x to y</figptn></figure></div><p><span>A </span><strong>morphism</strong><span> is a generalized ia of a functn which clus the relatn of ‘functn’ unr s umbrella—more formally, ’s a stcture-prervg mappg (relatn) om one mathematil stcture to another of the same kd.</span></p><p>Some exampl of morphisms and the objects they relate:</p><ul><li><p>Functns and sets</p></li><li><p>Lear transformatns and vector spac</p></li><li><p>Contuo functns and topologil spac</p></li></ul><p><span>A </span><strong>tegory</strong><span> pris of two thgs: the objects of the tegory and the morphisms (relatns/mappgs) which relate two objects (stead of </span><em>put</em><span> and </span><em>output</em><span>, objects are lled </span><em>source</em><span> and </span><em>target</em><strong>).</strong></p><p>In fact, those pots above each make up their own tegory: the tegory of sets, the tegory of vector spac, the tegory of tops (ugh).</p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="176" height="176" data-attrs="{"src":" theory - Wikipedia","tle":"Category theory - Wikipedia","type":null,"href":null,"belowTheFold":te,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="Category theory - Wikipedia" tle="Category theory - Wikipedia" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn">A tegory wh objects X, Y, Z and morphisms f and g</figptn></figure></div><p>Now we ask: what if we looked at morphisms between different tegori themselv?</p><p><span>A </span><strong>functor</strong><span> is a morphism between two tegori, mappg objects and morphisms one tegory to those another—this is how we see the fort. </span></p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="238" height="153.2125" data-attrs="{"src":" wh Functors. In our last post we provid some… | by Mar Perone | Statebox","tle":null,"type":null,"href":null,"belowTheFold":te,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="Fun wh Functors. In our last post we provid some… | by Mar Perone | Statebox" tle="Fun wh Functors. In our last post we provid some… | by Mar Perone | Statebox" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn"><span>Given tegori </span><em>C</em><span> and </span><em>D</em><span>, </span><strong>F</strong><span> is a functor such that </span><strong>F</strong><span>(</span><em>C</em><span>) = </span><em>D.</em></figptn></figure></div><p>We saw morphisms reprented as arrows—now we draw more arrows (dotted) between those arrows as well as their objects.</p><p>But let’s get even more meta:</p><p><span>A </span><strong>natural transformatn</strong><span> is a morphism between two functors. Practilly, provis a way to transform a functor to another while prervg posnal stctur of the morphisms. In other words, we n make a relatnship look like another and e to fd that they are really not that different (sound faiar?)</span></p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="296" height="193.74175824175825" data-attrs="{"src":"" class="sizg-normal" alt srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn">Y homo</figptn></figure></div><p>Category theory origally veloped as a tool to e problems, but as grew as a field, enabled mathematicians to bridge realms prevly thought to be unnnected.</p><p>Set theory abstracts llectns of objects (lled elements), topology abstracts space, rgs abstract arhmetic, and so on. If mathematics abstracts objects and properti about those objects, tegory theory abstracts abstractn self—such that is lled “the math of math.”</p><p>So strong is s power of abstractn that any mathematil statement n be exprsed tegory theory—while may end up beg overly technil and nvoluted, do show how powerful and exprsive tegory theory is.</p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="414" height="227.47252747252747" data-attrs="{"src":"" class="sizg-normal" alt srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn">A func-y diagram</figptn></figure></div><p>Powerful, exprsive, reimagative—’s why tegory theory, the math of math, is both radil and queer.</p><p><span>In </span><a href=" rel="nofollow ugc noopener">LGBTQ+Math Day</a><span>, mathematician Ey Riehl talked about her work tegory theory on “Contractibily as Uniquens” which she am as “queerg uniquens.”</span></p><p>Informally and very loosely, Riehl showed a way to rive uniquens a problem posed to lose .</p><p>Formally, Riehl looked at a fundamental group a topologil space, which is a group ma of all the loops startg and endg at a base pot—if we lose the rtrictn that the paths have to be loops, we also lose the abily to pose any arbrary pair of elements back to self.</p><p>She showed that unr certa ndns, such a posn n still fact be unique and associative (a property we want sce mak nice thgs happen). </p><p><span>One, two, skip a few and g ntractibily (a property where a space n be ntuoly ntracted to a pot) and tegory theory that generaliz higher dimensnal tegori, Riehl go on to rive uniquens om the fact, drawg om s robtns and power </span><em>exprsive form</em><span> even wh an inty-losg transformatn.</span></p><p>Inty and exprsn are paramount queerns—allegorilly, I see this as a triumph of queer inty mathematics.</p><div class="ptned-image-ntaer"><figure><a class="image-lk is-viewable-img image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="256" height="307.05413105413106" data-attrs="{"src":"" class="sizg-normal" alt srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div class="image-lk-expand"><svg xmlns=" width="16" height="16" viewBox="0 0 24 24" fill="none" stroke="#FFFFFF" stroke-width="2" stroke-lep="round" stroke-lejo="round" class="luci luci-maximize2"><polyle pots="15 3 21 3 21 9"></polyle><polyle pots="9 21 3 21 3 15"></polyle><le x1="21" x2="14" y1="3" y2="10"></le><le x1="3" x2="10" y1="21" y2="14"></le></svg></div></div></a><figptn class="image-ptn"><span>Chen Chen poem Dora Malech scrib as “</span><a href=" rel="nofollow ugc noopener">inty form</a><span>”</span></figptn></figure></div><p><strong>The Queer Categoril Agenda</strong></p><p>At the heart of tegory theory isn’t to tegorize thgs, but to tach om the ia of a fixed label on somethg and stead look at the ways relat, meangful or not, to everythg else.</p><p>Natural transformatns pture and abstract the trsic notns of transformative inty and morphic relatnships. Extensnally, tegory theory reimag the foundatns of what ed to be thought of as necsary mathematics— ways analogo to the work of reimagg the msag once thought of as necsary and fundamental for genr and sexualy.</p><p>It’s queer, mathematil work: g the power of relatn and exprsn to not only unravel, but honor difference amed through samens.</p><div class="ptned-image-ntaer"><figure><a class="image-lk is-viewable-img image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="223" height="296.7680608365019" data-attrs="{"src":" MATH DISPLAY by Se wh Miss Gil | Teachers Pay Teachers","tle":null,"type":null,"href":null,"belowTheFold":te,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="RAINBOW MATH DISPLAY by Se wh Miss Gil | Teachers Pay Teachers" tle="RAINBOW MATH DISPLAY by Se wh Miss Gil | Teachers Pay Teachers" 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