CINXE.COM

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) 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) 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) 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) 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) 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h2RlUzQks09AENtxpnmGgHDdRVBTzy8919ltvG5aZ3DbB0csMyJw3JezP/2lNryOXPoUFTJ2mZ3me+XZVZ5ISB88JUdn3ZVkKq/BhHEqvVr2bdykeHrvROZwq4ftv7powl9mM9uttwQjfkpdaImF+ZfruooZF9boy9g2UYkTfAdLlq1iVGDXMmuKJ9dqpu478tHo1zosFVSSU6eGJqYzL26YyRe/oQ/ii7SfPh/ta8E+XX9BgV4N+5SfZIM5RRJt355OPLw6BS20+qxwxO6bYgg9Ls+d1BS05L6q7AQfiggecDmloHBizPoKT5dMOWpnwsy0LWlUFBBWNTux2jrahuDYGpRjDcIZrm1FhWFLesiwiokvr5tyb5H2Nmxbwf6B8X3Yb/9l5g3ua33FxRzt/M/TZubtguPDltQdttLUa5GtWpaQsq3RWUWVBm2+/kgbGfxLswO8sSJ62KsbGp1OHjn/EAB+xTtq1YaN3Nf9vHqP+AQV3/we/tYbWmrmL0+r7C71nLmKheMssteospIVGpNyLZVj6Jq0VKLuS00Y1o1hAJ10UvVKQ0FlolDOlj1cCheWomGByCN7suUPCLjYNyt3edx6focivvzeNjAszy7N0pZr4IZpiCpi9pHB7Kin5q0gSiIBxqyKzoTtPGj67yH6eRSVqLuufVQKicCqFxnaueUdV99dG3LO9rEomGBQlGG4RWkdBoELybqER6IpKtDTtOmxH0MbIyLN5DwHQ7nJCv51FFAu8S7+/0ieIvqp9R6fA3Pt6Y7jYaQ1xFVTUPrG77acRdc/lIi8VSo8Z5rTXfzo+QBFepOklR5lTFRLLbFN5PjGUP0PEf4Ljej8UviHczciMMrWvARzKPfFywwpdntpJEiyK+kHtEyKsKeqDdnhh7nJ2++rBl78lBgR27rqk0dtUhy3tHhyVuM8nTxsxNqaaaEiM965Y2Mvnnf9u0LVMh4oe5K1i+O71RSiMKz2HquNXJDmvqsnZbW4xKaRxdIyLQkjhk5eAZR5JcE9puKSAJRkbkeF/LNkQtDIXof4VNnHnRmoP9sbY9whelhTbsMG16UHv+ZiG/u+g7F5tLO+kvDSBVA8j180nFoq9op9tYw/byXBaBXatVchgc03wtgirIb3R0gvaar+yrPaPnLLk57PtuKlNp6OST41a17c7vwaLYkd2nhDE/GjC53bjSpP7juUsU2uvEuLS0sK8Kx1M2Wv+LnG3D6NIFpVsl7FfZ8hXoS0U+jT7Hfcv5KqcDdzD4/G+cchm+YQNN+m6/oPC38szu08P8leDJH62T6ZQxc6PTAtUY14ntFigNNVlz9mDPDlVeu6Jd7ITE6g0Wtd2aOSamUX1nTFCqfjwQKCSLiveAbWO1pGDDWxDVWjTpmkeKl0Gxhxru1iMJwls2403dBNnGz92ceTonmJQBzz3SoGilDNnpvSdbKEtv1Gu6jWaQ9nmtXvNbjMwoXGb7A9ygX6zmyR2KtWxRWE6H/oQunYn+tvI+ZvEYO4vo8tTQkjMMY4dxC+Dr2pPaMXX8szrOnlmqFd9XkW6lWforVwNKQ36KImzvSqKKqvCB9x4LZHVEDlA1zOjfqMstoyOkmEH3BjA587P1Mi0HNNk/YGnhF3v2hw1GJnWtHT6YKdACyn8ygawveMn3fcHYH0fIUgmRcfPych5Lx8432qgORjeDBoqIWEXfqCpGkwGY7wlYGFQofPQo0jJnwvZucfGK/5aewds/nvNTf3MEz+d/tMOkmL5sA81uEhfk54T3nywFU8e8PmMmjN6dSBp8sp7Q2a9nv+RnI3k1stt5IW/0p/5KNfQtAW3YgL5FGr55PCGYdMZhT5gquhsjzYU99OTKSWtr+5kc7+ICbTP5qeu4Ybtffi2TDaWzTURds5IlF62J/g7Y8rEjyZDxhXzerTBeFa6Wh3qv4SkvVUvbk0TbSgbTvfeV8qyuOL9V4a1vEwyPKLWysX1Jq4GnT0KIRuqM76wGDF5cvR5USlRhwAzNZfavCpBstvV+san7isgP1vf8bvuQoSzpz1PHrqsBXpjMV8Unr6cqmLZv/WQ8HfXpOd7qZ0aGdB3Uh7DHF3dAyiIjAhkY2e/kE1KU6HPUksx0qoqPgwhAXSKOAc0pYNAEZ1jeKLOLX7v08bFcsxuC3OZOHbKG2kM2HA4MGLpjyKqvQ6t009/JLGhAPGO1q9QNIPVLt77PuUIn3vzkNfzZYzKh40Z0qg5B26ft68XY461eyfaionOUBtaK7QlJq2/gNAxzIkm+IGqukQ5x2ChEK6poMowDyW30DqRbYUpezwYtExxhaVV430z+Q7s8W2JwbFBqytl6FKDgs+Ek/JFKGukteEV4R2bXY6A8sRN2H71P8f6m7EB+hBp3N+C2YzoL3EVSJ2iqhqXdSew+KBwiLzFEytwRQOp8tHvUoC8jZhWs20xGjHYpmTyTFl2ZHqS2zB5qc0DFKBOVR8yoEU77k2VT+E83+1EyusvPKnt8+d1JepYvW0L463dzZXX6lIJT9eO+ogws071e3w2bkkJcxiczSZXCvYgC6iNRf1RpgHrVp9dvSYD6csZdlVIP9aZi/U9ejnqHcRelpKLer1j/s0RQfwM/pzVWUvA0DgoVer5MrF8J1zkt9JbuvvGPhP4Z6u1C7yweny/0b7yvaWflEK5fVawf4Q32Pi6xX84nyFtjXMmtH8rK3/JRIauGXHLjgXJI8Xv0R8gmIYs7NSH7/f1+jpD9S2TlFyEH/Mf7QCEX312hHPT3e3/x3ixkcSMk5FJCFrc2QrYYcsk9EMrBJfbQDDX4b1zDvIsgqWSeGoR6i08v3QIP6sXnCBFPly8OECXWET2m0Ffy6SVd6EX/JfSVi/VvDL3oXTYrlYvxVqTw3xBtUZe7KpdQ6xHaiNBC1BbfVqDN74m5xXdEKFsNueQ2BWWbIZfc7qCMIcasmsKbsXGsiVERjT7HDg6w2uyi26lGUBDk0zzPB0x3V4FgqMrf61Outaty/VoL37dW4df4ddBzowaExJubsUZ04pRvYY1u4cPG0gdBfqEFdb/jHhoGo/sxUG7bcPcqmEk2uTiTBKIdvSW+Rcj/9C0st7DEF4GPtRifh8IHcUIptcVon/6B1xgvaq1SC/VJxfi/9L77fzI4cYAAAAAAAQAAAAIjEl2dRuJfDzz1ABkIAAAAAADE8BEuAAAAANUBUtr6Tf3VCaMIcwADAAkAAgAAAAAAAHjaY2BkYGDP+cfDwMAZ+sv3XyjnYg4Gxs0MyCAVAIoJBkQAAHjahZAzQLdRFId/ve+5/8+2bWP6ls+2rWy7NY0t2XZNtdW+ZWNsyvbpnrx17fucx4yBLRaT1cRCVQ85jmaxhxywR4Vjj/Ea52kMeyyNeh6mqz1+qE16vwlRNM6l1IgEquROcsNlcxS/zHzUUA03Gv8QRyn6fq7VPXqJrvn5b+xT5Zyl/uOL2s7p5MlDKhL7dN9hMfFeFcNF3cdGcsJNKuNWApzIBRfoJ86ZPXipx6AUOBq5+EAvNedZPFDr8ZdcuILW63Mhuu7GZ3qCp6oO51Q1bluc8IDy8I7S4GPxw/3lGB34sArn48ZrPqGCuVXd4YvqM/cbuTy62oHEtpYHcSAu5IyMhV+YhVdYhUdciCNxM+9phkv03hXZk3XphXUOLTBv4gAAAAApACkAKQApACkARwCAAJwAuADGAOYBCgEkAWEBiQGeAb8B2QHyAiUCOgJlAowCpQLEAtIDBgMOAyADNgN9A5IDrwPEA+QEJwRdBJ4E6wUyBUsFnAXiBhoGQQaIBqYG1wcjB00HiQfECAEIJQhRCJMIzAkSCWAJkQnaCdoJ5gnyCf4KCgoWCiIKLgo6CkIKSgpSCloKYgpqCnIKegqCCooKkgqaCqIKqgq2CsIKzgraCuYK8Qr8CwQLDAsUCxwLUwtfC2oLdguCC4542mNgZGBgSGWYwCDGEMLACuYhABsDIwAiVwFueNpiYGDgYEhjYGZgZOEEsuMYHkHZjAw8DNegbCYGMYYDEDaQVGGYA2WzILFZGdQYyqBsNgYlhhAomw/Q9jhkORQAUfQu5S+gbUzaRjyObWf3uTHPK7u0oEhXNLnjWAwQHJGiKWfM5vQatCmYrVIylqNOR9kx8sMnz7zyR1R5yBlHnBCxIy135UOelFWyfOqn5jMS9rfpaDeoE2Afp5xzzT16nOhdb8wJlnOCjUl7oxudz3KTEW0zBfx3ueFU652GKFAlhzOo232k9UhVBESWXR308G+5TV+Z5WgMd8E9oAB42mNgZmD4/wWIsxhSGLAAAF+/A8QAAAA=) 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HTMLImageElement&&"loading"in HTMLImageElement.prototype;if(t){const t=document.querySelectorAll("img[data-main-image]");for(let e of t){e.dataset.src&&(e.setAttribute("src",e.dataset.src),e.removeAttribute("data-src")),e.dataset.srcset&&(e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset"));const t=e.parentNode.querySelectorAll("source[data-srcset]");for(let e of t)e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset");e.complete&&(e.style.opacity=1,e.parentNode.parentNode.querySelector("[data-placeholder-image]").style.opacity=0)}}</script></div><div class="jqi-home-hero__content"><h2 class="jqi-home-hero__title">What's Happening at JQI</h2><div class="jqi-home-hero__article"><h3 class="jqi-home-hero__article-title jqi-home-section__heading"><a href="/news/twisted-light-gives-electrons-spinning-kick">Twisted Light Gives Electrons a Spinning Kick</a></h3><p class="jqi-home-hero__article-teaser">In a new paper, scientists seeking better methods for controlling the quantum interactions between light and matter demonstrated a novel way to use light to give electrons a spinning kick. They reported the results of their experiment, which shows that a light beam can reliably transfer orbital angular momentum to itinerant electrons in graphene, on Nov. 26, 2024, in the journal聽Nature Photonics.</p><a class="button jqi-home-hero__article-cta" href="/news/twisted-light-gives-electrons-spinning-kick"><span class="button__label">Read the Story<span class="sr-only"> "Twisted Light Gives Electrons a Spinning Kick"</span><span class="button__icon" aria-hidden="true"></span></span></a></div></div><div class="scroll-down-indicator jqi-home-hero__scroll-down-indicator" aria-hidden="true"><span class="scroll-down-indicator__label">Scroll Down</span></div></div></div><div class="jqi-home-mission-statement jqi-home-section home-section--corners"><div class="jqi-home-mission-statement__inner jqi-home-section__inner"><div class="jqi-home-mission-statement__content"><p>We conduct curiosity-driven research that explores the most basic building blocks of nature with an eye toward potential applications in information science and technology.  </p> </div></div></div><section class="jqi-home-news-events-section jqi-home-section" aria-label="News and Events"><div class="jqi-home-news-events-section__inner jqi-home-section__inner"><div class="jqi-home-news-events-section__sections"><div class="jqi-home-news jqi-home-news-events-section__section"><h2 class="jqi-home-news__heading jqi-home-section__heading">News</h2><div class="article-feed flex flex-col justify-center jqi-home-news__feed"><ul class="article-feed__list mb-4"><li class="article-feed__list-item"><article class="article-feed-item article-feed-item--small"><div data-gatsby-image-wrapper="" class="gatsby-image-wrapper gatsby-image-wrapper-constrained article-feed-item__image"><div style="max-width:230px;display:block"><img alt="" role="presentation" aria-hidden="true" src="data:image/svg+xml;charset=utf-8,%3Csvg%20height='165'%20width='230'%20xmlns='http://www.w3.org/2000/svg'%20version='1.1'%3E%3C/svg%3E" style="max-width:100%;display:block;position:static"/></div><div aria-hidden="true" data-placeholder-image="" style="opacity:1;transition:opacity 500ms linear;background-color:#080808;position:absolute;top:0;left:0;bottom:0;right:0"></div><picture><source type="image/webp" data-srcset="/static/fd73e19e80ff59669fdc89394f7e065a/e34cb/Artboard%201.webp 58w,/static/fd73e19e80ff59669fdc89394f7e065a/5f87c/Artboard%201.webp 115w,/static/fd73e19e80ff59669fdc89394f7e065a/dceb6/Artboard%201.webp 230w,/static/fd73e19e80ff59669fdc89394f7e065a/6ca0a/Artboard%201.webp 460w" sizes="(min-width: 230px) 230px, 100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="(min-width: 230px) 230px, 100vw" decoding="async" loading="lazy" data-src="/static/fd73e19e80ff59669fdc89394f7e065a/f5475/Artboard%201.png" data-srcset="/static/fd73e19e80ff59669fdc89394f7e065a/adf1b/Artboard%201.png 58w,/static/fd73e19e80ff59669fdc89394f7e065a/b1063/Artboard%201.png 115w,/static/fd73e19e80ff59669fdc89394f7e065a/f5475/Artboard%201.png 230w,/static/fd73e19e80ff59669fdc89394f7e065a/92c7e/Artboard%201.png 460w" alt="Rough yellow in orange lines with purple haze extend from the left and right. 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To the right of the center of the image the right line curves upward and the right line curves downward before they can intersect."/></picture></noscript><script type="module">const t="undefined"!=typeof HTMLImageElement&&"loading"in HTMLImageElement.prototype;if(t){const t=document.querySelectorAll("img[data-main-image]");for(let e of t){e.dataset.src&&(e.setAttribute("src",e.dataset.src),e.removeAttribute("data-src")),e.dataset.srcset&&(e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset"));const t=e.parentNode.querySelectorAll("source[data-srcset]");for(let e of t)e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset");e.complete&&(e.style.opacity=1,e.parentNode.parentNode.querySelector("[data-placeholder-image]").style.opacity=0)}}</script></div><div class="article-feed-item__content"><h2 class="article-feed-item__title"><a class="link" href="/news/repurposing-qubit-tech-explore-exotic-superconductivity">Repurposing Qubit Tech to Explore Exotic Superconductivity </a></h2><div class="article-feed-item__date">November 19, 2024</div></div></article></li><li class="article-feed__list-item"><article class="article-feed-item article-feed-item--small"><div data-gatsby-image-wrapper="" class="gatsby-image-wrapper gatsby-image-wrapper-constrained article-feed-item__image"><div style="max-width:230px;display:block"><img alt="" role="presentation" aria-hidden="true" src="data:image/svg+xml;charset=utf-8,%3Csvg%20height='129'%20width='230'%20xmlns='http://www.w3.org/2000/svg'%20version='1.1'%3E%3C/svg%3E" style="max-width:100%;display:block;position:static"/></div><div aria-hidden="true" data-placeholder-image="" style="opacity:1;transition:opacity 500ms linear;background-color:#080808;position:absolute;top:0;left:0;bottom:0;right:0"></div><picture><source type="image/webp" data-srcset="/static/a15591ca8461848c5751ff9a5efd68f5/30add/Artboard%201_0.webp 58w,/static/a15591ca8461848c5751ff9a5efd68f5/02f02/Artboard%201_0.webp 115w,/static/a15591ca8461848c5751ff9a5efd68f5/20203/Artboard%201_0.webp 230w,/static/a15591ca8461848c5751ff9a5efd68f5/71a6c/Artboard%201_0.webp 460w" sizes="(min-width: 230px) 230px, 100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="(min-width: 230px) 230px, 100vw" decoding="async" loading="lazy" data-src="/static/a15591ca8461848c5751ff9a5efd68f5/5c8e9/Artboard%201_0.png" data-srcset="/static/a15591ca8461848c5751ff9a5efd68f5/d92a9/Artboard%201_0.png 58w,/static/a15591ca8461848c5751ff9a5efd68f5/8007c/Artboard%201_0.png 115w,/static/a15591ca8461848c5751ff9a5efd68f5/5c8e9/Artboard%201_0.png 230w,/static/a15591ca8461848c5751ff9a5efd68f5/3daf6/Artboard%201_0.png 460w" alt="A dark reflective chip with gold lines on it and small wires coming from all sides. The chip is dominated by three squiggly lines that each lead down to rectangles that contain small bright dots in their center. "/></picture><noscript><picture><source type="image/webp" srcSet="/static/a15591ca8461848c5751ff9a5efd68f5/30add/Artboard%201_0.webp 58w,/static/a15591ca8461848c5751ff9a5efd68f5/02f02/Artboard%201_0.webp 115w,/static/a15591ca8461848c5751ff9a5efd68f5/20203/Artboard%201_0.webp 230w,/static/a15591ca8461848c5751ff9a5efd68f5/71a6c/Artboard%201_0.webp 460w" sizes="(min-width: 230px) 230px, 100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="(min-width: 230px) 230px, 100vw" decoding="async" loading="lazy" src="/static/a15591ca8461848c5751ff9a5efd68f5/5c8e9/Artboard%201_0.png" srcSet="/static/a15591ca8461848c5751ff9a5efd68f5/d92a9/Artboard%201_0.png 58w,/static/a15591ca8461848c5751ff9a5efd68f5/8007c/Artboard%201_0.png 115w,/static/a15591ca8461848c5751ff9a5efd68f5/5c8e9/Artboard%201_0.png 230w,/static/a15591ca8461848c5751ff9a5efd68f5/3daf6/Artboard%201_0.png 460w" alt="A dark reflective chip with gold lines on it and small wires coming from all sides. The chip is dominated by three squiggly lines that each lead down to rectangles that contain small bright dots in their center. "/></picture></noscript><script type="module">const t="undefined"!=typeof HTMLImageElement&&"loading"in HTMLImageElement.prototype;if(t){const t=document.querySelectorAll("img[data-main-image]");for(let e of t){e.dataset.src&&(e.setAttribute("src",e.dataset.src),e.removeAttribute("data-src")),e.dataset.srcset&&(e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset"));const t=e.parentNode.querySelectorAll("source[data-srcset]");for(let e of t)e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset");e.complete&&(e.style.opacity=1,e.parentNode.parentNode.querySelector("[data-placeholder-image]").style.opacity=0)}}</script></div><div class="article-feed-item__content"><h2 class="article-feed-item__title"><a class="link" href="/news/new-design-packs-two-qubits-one-superconducting-junction">New Design Packs Two Qubits into One Superconducting Junction </a></h2><div class="article-feed-item__date">October 21, 2024</div></div></article></li><li class="article-feed__list-item"><article class="article-feed-item article-feed-item--small"><div data-gatsby-image-wrapper="" class="gatsby-image-wrapper gatsby-image-wrapper-constrained article-feed-item__image"><div style="max-width:230px;display:block"><img alt="" role="presentation" aria-hidden="true" src="data:image/svg+xml;charset=utf-8,%3Csvg%20height='129'%20width='230'%20xmlns='http://www.w3.org/2000/svg'%20version='1.1'%3E%3C/svg%3E" style="max-width:100%;display:block;position:static"/></div><div aria-hidden="true" data-placeholder-image="" style="opacity:1;transition:opacity 500ms linear;background-color:#98c8c8;position:absolute;top:0;left:0;bottom:0;right:0"></div><picture><source type="image/webp" data-srcset="/static/7e5f314fecc0a1d5360b1ede6624d0b7/30add/Artboard%201.webp 58w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/02f02/Artboard%201.webp 115w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/20203/Artboard%201.webp 230w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/71a6c/Artboard%201.webp 460w" sizes="(min-width: 230px) 230px, 100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="(min-width: 230px) 230px, 100vw" decoding="async" loading="lazy" data-src="/static/7e5f314fecc0a1d5360b1ede6624d0b7/5c8e9/Artboard%201.png" data-srcset="/static/7e5f314fecc0a1d5360b1ede6624d0b7/d92a9/Artboard%201.png 58w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/8007c/Artboard%201.png 115w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/5c8e9/Artboard%201.png 230w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/3daf6/Artboard%201.png 460w" alt="An array of black and white dots are connected by lines forming a chaotic network. A woman balances on one foot on one of the dots."/></picture><noscript><picture><source type="image/webp" srcSet="/static/7e5f314fecc0a1d5360b1ede6624d0b7/30add/Artboard%201.webp 58w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/02f02/Artboard%201.webp 115w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/20203/Artboard%201.webp 230w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/71a6c/Artboard%201.webp 460w" sizes="(min-width: 230px) 230px, 100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="(min-width: 230px) 230px, 100vw" decoding="async" loading="lazy" src="/static/7e5f314fecc0a1d5360b1ede6624d0b7/5c8e9/Artboard%201.png" srcSet="/static/7e5f314fecc0a1d5360b1ede6624d0b7/d92a9/Artboard%201.png 58w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/8007c/Artboard%201.png 115w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/5c8e9/Artboard%201.png 230w,/static/7e5f314fecc0a1d5360b1ede6624d0b7/3daf6/Artboard%201.png 460w" alt="An array of black and white dots are connected by lines forming a chaotic network. A woman balances on one foot on one of the dots."/></picture></noscript><script type="module">const t="undefined"!=typeof HTMLImageElement&&"loading"in HTMLImageElement.prototype;if(t){const t=document.querySelectorAll("img[data-main-image]");for(let e of t){e.dataset.src&&(e.setAttribute("src",e.dataset.src),e.removeAttribute("data-src")),e.dataset.srcset&&(e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset"));const t=e.parentNode.querySelectorAll("source[data-srcset]");for(let e of t)e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset");e.complete&&(e.style.opacity=1,e.parentNode.parentNode.querySelector("[data-placeholder-image]").style.opacity=0)}}</script></div><div class="article-feed-item__content"><h2 class="article-feed-item__title"><a class="link" href="/news/nobel-prize-celebrates-interplay-physics-and-ai">Nobel Prize Celebrates Interplay of Physics and AI</a></h2><div class="article-feed-item__date">October 11, 2024</div></div></article></li></ul></div><a class="fancy-link jqi-home-news-events-section__view-all" href="/news"><span class="fancy-link__label">View All<span class="sr-only"> News</span><span class="fancy-link__icon" aria-hidden="true"></span></span></a></div><div class="jqi-home-events jqi-home-news-events-section__section"><h2 class="jqi-home-events__heading jqi-home-section__heading">Events</h2><div><div class="article-feed flex flex-col justify-center"><ul class="event-feed__list mb-4"><li class="event-feed__list-item"><article class="event-feed-item"><div class="event-feed-item__top"><div class="event-feed-item__date-time">November 29, 2024 12:00 pm</div><div class="event-feed-item__event-type">Friday Quantum Seminar</div></div><div class="event-feed-item__content"><h2 class="event-feed-item__title"><a class="link" href="/events/no-friday-quantum-seminar-0">NO FRIDAY QUANTUM SEMINAR</a></h2><p class="event-feed-item__speaker"><span class="event-feed-item__speaker-name"></span></p></div></article></li><li class="event-feed__list-item"><article class="event-feed-item"><div class="event-feed-item__top"><div class="event-feed-item__date-time">December 2, 2024 11:00 am</div><div class="event-feed-item__event-type">JQI Seminar</div></div><div class="event-feed-item__content"><h2 class="event-feed-item__title"><a class="link" href="/events/optically-driven-atom-arrays-and-new-resources-ultracold-atomic-physics">Optically Driven Atom Arrays and New Resources for Ultracold Atomic Physics</a></h2><p class="event-feed-item__speaker"><span class="event-feed-item__speaker-name">Dan Stamper-Kurn</span><span class="event-feed-item__speaker-institution">UC - Berkeley </span></p></div></article></li><li class="event-feed__list-item"><article class="event-feed-item"><div class="event-feed-item__top"><div class="event-feed-item__date-time">December 4, 2024 11:00 am</div><div class="event-feed-item__event-type">QuICS Special Seminar</div></div><div class="event-feed-item__content"><h2 class="event-feed-item__title"><a class="link" href="/events/oracle-separation-between-quantum-commitments-and-quantum-one-wayness">Oracle Separation Between Quantum Commitments and Quantum One-wayness</a></h2><p class="event-feed-item__speaker"><span class="event-feed-item__speaker-name">Barak Nehoran</span><span class="event-feed-item__speaker-institution">Princeton University</span></p></div></article></li></ul></div><div></div><a class="fancy-link jqi-home-news-events-section__view-all" href="/events"><span class="fancy-link__label">View All<span class="sr-only"> Events</span><span class="fancy-link__icon" aria-hidden="true"></span></span></a></div></div></div></div></section><section class="jqi-home-research jqi-home-section"><div class="jqi-home-research__inner jqi-home-section__inner"><h2 class="jqi-home-section__heading">Our Research</h2><div class="jqi-home-research__articles"><div class="card-group"><ul class="card-group__list grid gap-5 800:grid-cols-3"><li class="card-group__list-item"><article class="card"><div data-gatsby-image-wrapper="" class="gatsby-image-wrapper card__image"><div aria-hidden="true" style="padding-top:72.47706422018348%"></div><div aria-hidden="true" data-placeholder-image="" style="opacity:1;transition:opacity 500ms linear;background-color:#080808;position:absolute;top:0;left:0;bottom:0;right:0"></div><picture><source type="image/webp" data-srcset="/static/c95c917f7612af8dbf85e36d1e8c2540/7df6a/many-body_topological_invariants_from_randomized_measurements_final.webp 750w,/static/c95c917f7612af8dbf85e36d1e8c2540/57df9/many-body_topological_invariants_from_randomized_measurements_final.webp 1080w,/static/c95c917f7612af8dbf85e36d1e8c2540/5cdd4/many-body_topological_invariants_from_randomized_measurements_final.webp 1199w" sizes="100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="100vw" decoding="async" loading="lazy" data-src="/static/c95c917f7612af8dbf85e36d1e8c2540/d953b/many-body_topological_invariants_from_randomized_measurements_final.jpg" data-srcset="/static/c95c917f7612af8dbf85e36d1e8c2540/03cc5/many-body_topological_invariants_from_randomized_measurements_final.jpg 750w,/static/c95c917f7612af8dbf85e36d1e8c2540/e36d7/many-body_topological_invariants_from_randomized_measurements_final.jpg 1080w,/static/c95c917f7612af8dbf85e36d1e8c2540/d953b/many-body_topological_invariants_from_randomized_measurements_final.jpg 1199w" alt=""/></picture><noscript><picture><source type="image/webp" srcSet="/static/c95c917f7612af8dbf85e36d1e8c2540/7df6a/many-body_topological_invariants_from_randomized_measurements_final.webp 750w,/static/c95c917f7612af8dbf85e36d1e8c2540/57df9/many-body_topological_invariants_from_randomized_measurements_final.webp 1080w,/static/c95c917f7612af8dbf85e36d1e8c2540/5cdd4/many-body_topological_invariants_from_randomized_measurements_final.webp 1199w" sizes="100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="100vw" decoding="async" loading="lazy" src="/static/c95c917f7612af8dbf85e36d1e8c2540/d953b/many-body_topological_invariants_from_randomized_measurements_final.jpg" srcSet="/static/c95c917f7612af8dbf85e36d1e8c2540/03cc5/many-body_topological_invariants_from_randomized_measurements_final.jpg 750w,/static/c95c917f7612af8dbf85e36d1e8c2540/e36d7/many-body_topological_invariants_from_randomized_measurements_final.jpg 1080w,/static/c95c917f7612af8dbf85e36d1e8c2540/d953b/many-body_topological_invariants_from_randomized_measurements_final.jpg 1199w" alt=""/></picture></noscript><script type="module">const t="undefined"!=typeof HTMLImageElement&&"loading"in HTMLImageElement.prototype;if(t){const t=document.querySelectorAll("img[data-main-image]");for(let e of t){e.dataset.src&&(e.setAttribute("src",e.dataset.src),e.removeAttribute("data-src")),e.dataset.srcset&&(e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset"));const t=e.parentNode.querySelectorAll("source[data-srcset]");for(let e of t)e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset");e.complete&&(e.style.opacity=1,e.parentNode.parentNode.querySelector("[data-placeholder-image]").style.opacity=0)}}</script></div><div class="card__content"><h2 class="card__title"><a class="link" href="/research/many-body-physics">Many-Body Physics</a></h2><p class="card__teaser">Some of the most intriguing physics happens when individual particles team up, giving rise to emergent collective properties.</p><a class="fancy-link" href="/research/many-body-physics"><span class="fancy-link__label">Learn More<span class="sr-only"> about Many-Body Physics</span><span class="fancy-link__icon" aria-hidden="true"></span></span></a></div></article></li><li class="card-group__list-item"><article class="card"><div data-gatsby-image-wrapper="" class="gatsby-image-wrapper card__image"><div aria-hidden="true" style="padding-top:72.43963363863448%"></div><div aria-hidden="true" data-placeholder-image="" style="opacity:1;transition:opacity 500ms linear;background-color:#080808;position:absolute;top:0;left:0;bottom:0;right:0"></div><picture><source type="image/webp" data-srcset="/static/d2f634eb5ea396d6c7594a98ca614182/7df6a/quantum-information-computing-hero_0.webp 750w,/static/d2f634eb5ea396d6c7594a98ca614182/57df9/quantum-information-computing-hero_0.webp 1080w,/static/d2f634eb5ea396d6c7594a98ca614182/ed558/quantum-information-computing-hero_0.webp 1201w" sizes="100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="100vw" decoding="async" loading="lazy" data-src="/static/d2f634eb5ea396d6c7594a98ca614182/32376/quantum-information-computing-hero_0.png" data-srcset="/static/d2f634eb5ea396d6c7594a98ca614182/07c6f/quantum-information-computing-hero_0.png 750w,/static/d2f634eb5ea396d6c7594a98ca614182/ee0de/quantum-information-computing-hero_0.png 1080w,/static/d2f634eb5ea396d6c7594a98ca614182/32376/quantum-information-computing-hero_0.png 1201w" alt="lorem ipsum alt"/></picture><noscript><picture><source type="image/webp" srcSet="/static/d2f634eb5ea396d6c7594a98ca614182/7df6a/quantum-information-computing-hero_0.webp 750w,/static/d2f634eb5ea396d6c7594a98ca614182/57df9/quantum-information-computing-hero_0.webp 1080w,/static/d2f634eb5ea396d6c7594a98ca614182/ed558/quantum-information-computing-hero_0.webp 1201w" sizes="100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="100vw" decoding="async" loading="lazy" src="/static/d2f634eb5ea396d6c7594a98ca614182/32376/quantum-information-computing-hero_0.png" srcSet="/static/d2f634eb5ea396d6c7594a98ca614182/07c6f/quantum-information-computing-hero_0.png 750w,/static/d2f634eb5ea396d6c7594a98ca614182/ee0de/quantum-information-computing-hero_0.png 1080w,/static/d2f634eb5ea396d6c7594a98ca614182/32376/quantum-information-computing-hero_0.png 1201w" alt="lorem ipsum alt"/></picture></noscript><script type="module">const t="undefined"!=typeof HTMLImageElement&&"loading"in HTMLImageElement.prototype;if(t){const t=document.querySelectorAll("img[data-main-image]");for(let e of t){e.dataset.src&&(e.setAttribute("src",e.dataset.src),e.removeAttribute("data-src")),e.dataset.srcset&&(e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset"));const t=e.parentNode.querySelectorAll("source[data-srcset]");for(let e of t)e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset");e.complete&&(e.style.opacity=1,e.parentNode.parentNode.querySelector("[data-placeholder-image]").style.opacity=0)}}</script></div><div class="card__content"><h2 class="card__title"><a class="link" href="/research/quantum-information-and-computing">Quantum Information and Computing</a></h2><p class="card__teaser">JQI physicists are investigating promising quantum computing architectures as well as developing methods to control quantum effects that can be exploited to process information in new ways.</p><a class="fancy-link" href="/research/quantum-information-and-computing"><span class="fancy-link__label">Learn More<span class="sr-only"> about Quantum Information and Computing</span><span class="fancy-link__icon" aria-hidden="true"></span></span></a></div></article></li><li class="card-group__list-item"><article class="card"><div data-gatsby-image-wrapper="" class="gatsby-image-wrapper card__image"><div aria-hidden="true" style="padding-top:72.5%"></div><div aria-hidden="true" data-placeholder-image="" style="opacity:1;transition:opacity 500ms linear;background-color:#4888d8;position:absolute;top:0;left:0;bottom:0;right:0"></div><picture><source type="image/webp" 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srcSet="/static/768decab9b801d2a60e044d0e6a5bb97/7df6a/quantum-measurement-and-control-hero_0.webp 750w,/static/768decab9b801d2a60e044d0e6a5bb97/57df9/quantum-measurement-and-control-hero_0.webp 1080w,/static/768decab9b801d2a60e044d0e6a5bb97/c2761/quantum-measurement-and-control-hero_0.webp 1200w" sizes="100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="100vw" decoding="async" loading="lazy" src="/static/768decab9b801d2a60e044d0e6a5bb97/eaf99/quantum-measurement-and-control-hero_0.png" srcSet="/static/768decab9b801d2a60e044d0e6a5bb97/07c6f/quantum-measurement-and-control-hero_0.png 750w,/static/768decab9b801d2a60e044d0e6a5bb97/ee0de/quantum-measurement-and-control-hero_0.png 1080w,/static/768decab9b801d2a60e044d0e6a5bb97/eaf99/quantum-measurement-and-control-hero_0.png 1200w" alt="lorem ipsum alt"/></picture></noscript><script type="module">const t="undefined"!=typeof HTMLImageElement&&"loading"in HTMLImageElement.prototype;if(t){const t=document.querySelectorAll("img[data-main-image]");for(let e of t){e.dataset.src&&(e.setAttribute("src",e.dataset.src),e.removeAttribute("data-src")),e.dataset.srcset&&(e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset"));const t=e.parentNode.querySelectorAll("source[data-srcset]");for(let e of t)e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset");e.complete&&(e.style.opacity=1,e.parentNode.parentNode.querySelector("[data-placeholder-image]").style.opacity=0)}}</script></div><div class="card__content"><h2 class="card__title"><a class="link" href="/research/quantum-measurement-and-control">Quantum Measurement and Control</a></h2><p class="card__teaser">Creating quantum states on demand and controlling them is a critical component to developing practical quantum-based devices.</p><a class="fancy-link" href="/research/quantum-measurement-and-control"><span class="fancy-link__label">Learn More<span class="sr-only"> about Quantum Measurement and Control</span><span class="fancy-link__icon" aria-hidden="true"></span></span></a></div></article></li></ul></div></div></div></section><section class="jqi-home-publications-section jqi-home-section" aria-label="Latest Publications"><div class="jqi-home-publications-section__inner jqi-home-section__inner"><div class="jqi-home-publications"><h2 class="jqi-home-publications__heading jqi-home-section__heading">Latest Publications</h2><div class="article-feed flex flex-col justify-center jqi-home-publications__feed"><ul class="publication-feed__list mb-4"><li class="publication-feed__list-item"><article class="publication-feed-item"><h2 class="publication-feed-item__title"><a href="/publications/optical-pumping-electronic-quantum-hall-states-vortex-light">Optical pumping of electronic quantum Hall states with vortex light</a></h2>, <span class="publication-feed-item__authors"></span>, <span class="publication-feed-item__journal italic">Nature Photonics</span>, <span class="publication-feed-item__pagination">23</span>, <span class="publication-feed-item__year">(2024)</span><span class="publication-feed-item__print-document"><a class="link" href="https://hub.jqi.umd.edu/sites/default/files/2024-11/Optical_Pumping_w_Supplementary.pdf" download=""><svg class="icon icon-pdf" viewBox="0 0 40 60"><path d="M16.55 26.45h1.85V22.3h2.4q.8 0 1.325-.525.525-.525.525-1.325v-2.4q0-.8-.525-1.325Q21.6 16.2 20.8 16.2h-4.25Zm1.85-6v-2.4h2.4v2.4Zm6.45 6h4.2q.75 0 1.3-.525t.55-1.325v-6.55q0-.8-.55-1.325-.55-.525-1.3-.525h-4.2Zm1.85-1.85v-6.55h2.35v6.55Zm6.65 1.85h1.85V22.3h2.5v-1.85h-2.5v-2.4h2.5V16.2h-4.35ZM13 38q-1.2 0-2.1-.9-.9-.9-.9-2.1V7q0-1.2.9-2.1.9-.9 2.1-.9h28q1.2 0 2.1.9.9.9.9 2.1v28q0 1.2-.9 2.1-.9.9-2.1.9Zm0-3h28V7H13v28Zm-6 9q-1.2 0-2.1-.9Q4 42.2 4 41V10h3v31h31v3Zm6-37v28V7Z"></path></svg>Optical_Pumping_w_Supplementary.pdf</a></span></article></li><li class="publication-feed__list-item"><article class="publication-feed-item"><h2 class="publication-feed-item__title"><a href="/publications/all-one-quantum-diamond-microscope-sensor-characterization">All-in-one quantum diamond microscope for sensor characterization</a></h2>, <span class="publication-feed-item__authors"></span>, <span class="publication-feed-item__journal italic">AVS Quantum Science</span>, <span class="publication-feed-item__volume font-semibold">6</span>, <span class="publication-feed-item__year">(2024)</span></article></li><li class="publication-feed__list-item"><article class="publication-feed-item"><h2 class="publication-feed-item__title"><a href="/publications/quantum-plasmonic-sensing-hong-ou-mandel-interferometry">Quantum plasmonic sensing by Hong鈥揙u鈥揗andel interferometry</a></h2>, <span class="publication-feed-item__authors"></span>, <span class="publication-feed-item__journal italic">Metrologia</span>, <span class="publication-feed-item__volume font-semibold">61</span>, <span class="publication-feed-item__pagination">055001</span>, <span class="publication-feed-item__year">(2024)</span></article></li></ul></div><a class="fancy-link jqi-home-publications__view-all" href="/publications"><span class="fancy-link__label">View All<span class="sr-only">Publications</span><span class="fancy-link__icon" aria-hidden="true"></span></span></a></div><div class="jqi-home-testimonial"><blockquote class="blockquote blockquote--has-image"><div class="blockquote__border" aria-hidden="true"><div class="blockquote__border-circle"></div><div class="blockquote__border-circle"></div><div class="blockquote__border-circle"></div><div class="blockquote__border-circle"></div></div><div class="blockquote__icon" aria-hidden="true"><svg height="37" width="42" viewBox="0 0 77 68"><path d="M19.8 67.28c4.56 0 8.28-1.5 11.16-4.5 2.88-3 4.32-7.02 4.32-12.06 0-4.56-1.5-8.16-4.5-10.8-3-2.64-6.66-3.96-10.98-3.96-.84 0-1.44.06-1.8.18 0-5.4 1.44-9.93 4.32-13.59 2.88-3.66 7.2-6.75 12.96-9.27L28.8-.04C19.2 4.52 12.12 10.25 7.56 17.15 3 24.05.72 32 .72 41c0 8.28 1.59 14.73 4.77 19.35 3.18 4.62 7.95 6.93 14.31 6.93Zm41.662 0c4.56 0 8.28-1.5 11.16-4.5 2.88-3 4.32-7.02 4.32-12.06 0-4.56-1.5-8.16-4.5-10.8-3-2.64-6.66-3.96-10.98-3.96-.84 0-1.44.06-1.8.18 0-5.4 1.44-9.93 4.32-13.59 2.88-3.66 7.2-6.75 12.96-9.27L70.462-.04c-9.6 4.56-16.68 10.29-21.24 17.19-4.56 6.9-6.84 14.85-6.84 23.85 0 8.28 1.59 14.73 4.77 19.35 3.18 4.62 7.95 6.93 14.31 6.93Z" fill-rule="nonzero"></path></svg></div><div class="blockquote__quote"><p>The ultimate vision is that the type of metrology that exists now in a NIST laboratory might actually be able to exist, even if it's a couple of orders of magnitude worse, outside of the lab.</p> </div><footer class="blockquote__footer"><div data-gatsby-image-wrapper="" class="gatsby-image-wrapper gatsby-image-wrapper-constrained blockquote__author-image"><div style="max-width:614px;display:block"><img alt="" role="presentation" aria-hidden="true" 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154w,/static/2819e36b025f2bc7e98fd0d228124c15/b0c8e/kartik-srinivasan-portrait.jpg 307w,/static/2819e36b025f2bc7e98fd0d228124c15/f9aed/kartik-srinivasan-portrait.jpg 614w" alt="Portrait of Kartik Srinivasan"/></picture></noscript><script type="module">const t="undefined"!=typeof HTMLImageElement&&"loading"in HTMLImageElement.prototype;if(t){const t=document.querySelectorAll("img[data-main-image]");for(let e of t){e.dataset.src&&(e.setAttribute("src",e.dataset.src),e.removeAttribute("data-src")),e.dataset.srcset&&(e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset"));const t=e.parentNode.querySelectorAll("source[data-srcset]");for(let e of t)e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset");e.complete&&(e.style.opacity=1,e.parentNode.parentNode.querySelector("[data-placeholder-image]").style.opacity=0)}}</script></div><div class="blockquote__author-info"><a class="fancy-link blockquote__author-name" href="/people/kartik-srinivasan"><span class="fancy-link__label">Kartik Srinivasan<span class="fancy-link__icon" aria-hidden="true"></span></span></a><div class="blockquote__author-titles">Adjunct Professor</div></div></footer><div class="blockquote__border" aria-hidden="true"><div class="blockquote__border-circle"></div><div class="blockquote__border-circle"></div><div class="blockquote__border-circle"></div><div class="blockquote__border-circle"></div></div></blockquote></div></div></section><section class="jqi-home-outreach jqi-home-section"><div class="jqi-home-outreach__inner jqi-home-section__inner"><div class="jqi-home-outreach__content"><h2 class="jqi-home-outreach__heading jqi-home-section__heading jqi-home-section__heading--large">Outreach & Education</h2><div class="jqi-home-outreach__body text-content"><p>JQI Fellows, postdocs, and students actively engage our community and the broader public in science.</p> </div><a class="button jqi-home-outreach__link" href="https://jqi.umd.edu/outreach-education"><span class="button__label">About Our Programs & Activites<span class="button__icon" aria-hidden="true"></span></span></a></div><figure class="jqi-home-outreach__featured-media"><div data-gatsby-image-wrapper="" class="gatsby-image-wrapper gatsby-image-wrapper-constrained jqi-home-outreach__featured-media-image"><div style="max-width:720px;display:block"><img alt="" role="presentation" aria-hidden="true" src="data:image/svg+xml;charset=utf-8,%3Csvg%20height='480'%20width='720'%20xmlns='http://www.w3.org/2000/svg'%20version='1.1'%3E%3C/svg%3E" style="max-width:100%;display:block;position:static"/></div><div aria-hidden="true" data-placeholder-image="" style="opacity:1;transition:opacity 500ms linear;background-color:#282828;position:absolute;top:0;left:0;bottom:0;right:0"></div><picture><source type="image/webp" data-srcset="/static/692bd697161c2ffcf25e0d33fa100913/4189a/26052078104_071411bfb1_z.webp 180w,/static/692bd697161c2ffcf25e0d33fa100913/3f00c/26052078104_071411bfb1_z.webp 360w,/static/692bd697161c2ffcf25e0d33fa100913/2439d/26052078104_071411bfb1_z.webp 720w,/static/692bd697161c2ffcf25e0d33fa100913/c07fe/26052078104_071411bfb1_z.webp 1440w" sizes="(min-width: 720px) 720px, 100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="(min-width: 720px) 720px, 100vw" decoding="async" loading="lazy" data-src="/static/692bd697161c2ffcf25e0d33fa100913/f3a6a/26052078104_071411bfb1_z.jpg" data-srcset="/static/692bd697161c2ffcf25e0d33fa100913/89032/26052078104_071411bfb1_z.jpg 180w,/static/692bd697161c2ffcf25e0d33fa100913/d9a4f/26052078104_071411bfb1_z.jpg 360w,/static/692bd697161c2ffcf25e0d33fa100913/f3a6a/26052078104_071411bfb1_z.jpg 720w,/static/692bd697161c2ffcf25e0d33fa100913/db672/26052078104_071411bfb1_z.jpg 1440w" alt="PFC-supported parametric downconversion demo at the 2016 USASEF. Credit: C. Cesare/JQI"/></picture><noscript><picture><source type="image/webp" srcSet="/static/692bd697161c2ffcf25e0d33fa100913/4189a/26052078104_071411bfb1_z.webp 180w,/static/692bd697161c2ffcf25e0d33fa100913/3f00c/26052078104_071411bfb1_z.webp 360w,/static/692bd697161c2ffcf25e0d33fa100913/2439d/26052078104_071411bfb1_z.webp 720w,/static/692bd697161c2ffcf25e0d33fa100913/c07fe/26052078104_071411bfb1_z.webp 1440w" sizes="(min-width: 720px) 720px, 100vw"/><img data-gatsby-image-ssr="" data-main-image="" style="opacity:0" sizes="(min-width: 720px) 720px, 100vw" decoding="async" loading="lazy" src="/static/692bd697161c2ffcf25e0d33fa100913/f3a6a/26052078104_071411bfb1_z.jpg" srcSet="/static/692bd697161c2ffcf25e0d33fa100913/89032/26052078104_071411bfb1_z.jpg 180w,/static/692bd697161c2ffcf25e0d33fa100913/d9a4f/26052078104_071411bfb1_z.jpg 360w,/static/692bd697161c2ffcf25e0d33fa100913/f3a6a/26052078104_071411bfb1_z.jpg 720w,/static/692bd697161c2ffcf25e0d33fa100913/db672/26052078104_071411bfb1_z.jpg 1440w" alt="PFC-supported parametric downconversion demo at the 2016 USASEF. Credit: C. Cesare/JQI"/></picture></noscript><script type="module">const t="undefined"!=typeof HTMLImageElement&&"loading"in HTMLImageElement.prototype;if(t){const t=document.querySelectorAll("img[data-main-image]");for(let e of t){e.dataset.src&&(e.setAttribute("src",e.dataset.src),e.removeAttribute("data-src")),e.dataset.srcset&&(e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset"));const t=e.parentNode.querySelectorAll("source[data-srcset]");for(let e of t)e.setAttribute("srcset",e.dataset.srcset),e.removeAttribute("data-srcset");e.complete&&(e.style.opacity=1,e.parentNode.parentNode.querySelector("[data-placeholder-image]").style.opacity=0)}}</script></div><figcaption class="jqi-home-outreach__featured-media-caption">PFC-supported parametric downconversion USASEF demo. Credit: C. Cesare/JQI</figcaption></figure></div></section><section class="jqi-home-footer-cta jqi-home-section home-section--corners"><div class="jqi-home-footer-cta__inner jqi-home-section__inner"><div class="jqi-home-footer-cta__content"><h2 class="jqi-home-footer-cta__heading jqi-home-section__heading">Want to Become a Part of Our Team?</h2><div class="jqi-home-footer-cta__body"><p>The Joint Quantum Institute offers research opportunities for undergraduate students, graduate students and postdoctoral researchers. 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