Anton Zeilinger
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Anton Zeilinger
Anton Zeilinger (; born 20 May 1945) is an Austrian quantum physicist and Nobel laureate in physics of 2022. Zeilinger is professor of physics emeritus at the University of Vienna and senior scientist at the Institute for Quantum Optics and Quantum Information of the Austrian Academy of Sciences. Most of his research concerns the fundamental aspects and applications of quantum entanglement. In 2007, Zeilinger received the first Inaugural Isaac Newton Medal of the Institute of Physics, London, for "his pioneering conceptual and experimental contributions to the foundations of quantum physics, which have become the cornerstone for the rapidly-evolving field of quantum information". In October 2022, he received the Nobel Prize in Physics, jointly with Alain Aspect and John Clauser for their outstanding work involving experiments with entangled photons, establishing the violation of Bell inequalities and pioneering quantum information science. Early life and education Anton Ze ...
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Merton College, Oxford
Merton College (in full: The House or College of Scholars of Merton in the University of Oxford) is one of the Colleges of Oxford University, constituent colleges of the University of Oxford in England. Its foundation can be traced back to the 1260s when Walter de Merton, chancellor to Henry III of England, Henry III and later to Edward I of England, Edward I, first drew up statutes for an independent academic community and established endowments to support it. An important feature of de Merton's foundation was that this "college" was to be self-governing and the endowments were directly vested in the Warden and Fellows. By 1274, when Walter retired from royal service and made his final revisions to the college statutes, the community was consolidated at its present site in the south east corner of the city of Oxford, and a rapid programme of building commenced. The hall and the Merton College Chapel, chapel and the rest of the front quad were complete before the end of the 13th ...
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Ried Im Innkreis
Ried im Innkreis (Central Bavarian: ''Riad'') is a town in the Austrian state of Upper Austria, approximately west of Linz and north of Salzburg. It is the capital of the district of Ried im Innkreis, and it serves as the administrative centre for the Innviertel region. Geography Ried is situated in a hollow of the Alpine foothills, to the north of the Hausruck Forest (''Hausruckwald''). The name of the city is derived from the Middle High German "Riet" (also: Rieth, Reet, Rohr, and the like), which denotes the reed which grows along the shores of swamps. Ried im Innkreis is above sea level. It measures from the North to the South and from the East to the West and it is 6.7 km² (2.6 sq mi) in area. Climate Ried has a humid continental climate, bordering on an oceanic climate. Town structure Ried consists of a city core, composed of several spatially separated squares (e.g. '' Hauptplatz'', ''Stelzhamerplatz'', ''Kirchenplatz'', ''Roßmarkt'', ''Marktplatz'', an ...
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Thomas Jennewein
Thomas Jennewein is an Austrian physicist who conducts research in quantum communication and quantum key distribution. He has taught as an associate professor at the University of Waterloo and the Institute for Quantum Computing in Waterloo, Canada since 2009. He earned his PhD under Anton Zeilinger at the University of Vienna in 2002, during which time he performed experiments on Bell's inequality and cryptography with entangled photons. His current work at the Institute for Quantum Computing focuses on satellite-based free space quantum key distribution, with the goal of creating a global quantum network. He is also an affiliate of the Perimeter Institute for Theoretical Physics, a fellow of the Canadian Institute for Advanced Research, and CEO and co-founder of quantum optics measurement device company UQDevices alongside physicist Raymond Laflamme. Education and earlier work Thomas Jennewein obtained an engineering degree in physics from HTL Anichstraße in 1991, his mast ...
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List Of Nobel Laureates In Physics
The Nobel Prize in Physics ( sv, Nobelpriset i fysik) is awarded annually by the Royal Swedish Academy of Sciences to scientists in the various fields of physics. It is one of the five Nobel Prizes established by the 1895 will of Alfred Nobel (who died in 1896), awarded for outstanding contributions in physics. As dictated by Nobel's will, the award is administered by the Nobel Foundation and awarded by the Royal Swedish Academy of Sciences. The award is presented in Stockholm at an annual ceremony on 10 December, the anniversary of Nobel's death. Each recipient receives a medal, a diploma and a monetary award prize that has varied throughout the years. Statistics The Nobel Prize in Physics has been awarded to 221 individuals until 2022. The first prize in physics was awarded in 1901 to Wilhelm Conrad Röntgen, of Germany, who received 150,782 SEK. John Bardeen is the only laureate to win the prize twice—in 1956 and 1972. Marie Skłodowska-Curie also won two Nobel Prizes ...
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Physicist
A physicist is a scientist who specializes in the field of physics, which encompasses the interactions of matter and energy at all length and time scales in the physical universe. Physicists generally are interested in the root or ultimate causes of phenomena, and usually frame their understanding in mathematical terms. Physicists work across a wide range of research fields, spanning all length scales: from sub-atomic and particle physics, through biological physics, to cosmological length scales encompassing the universe as a whole. The field generally includes two types of physicists: experimental physicists who specialize in the observation of natural phenomena and the development and analysis of experiments, and theoretical physicists who specialize in mathematical modeling of physical systems to rationalize, explain and predict natural phenomena. Physicists can apply their knowledge towards solving practical problems or to developing new technologies (also known as applie ...
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Nobel Prize In Physics
) , image = Nobel Prize.png , alt = A golden medallion with an embossed image of a bearded man facing left in profile. To the left of the man is the text "ALFR•" then "NOBEL", and on the right, the text (smaller) "NAT•" then "MDCCCXXXIII" above, followed by (smaller) "OB•" then "MDCCCXCVI" below. , awarded_for = Outstanding contributions for humankind in the field of Physics , presenter = Royal Swedish Academy of Sciences , location = Stockholm, Sweden , date = , reward = 9 million Swedish kronor (2017) , year = 1901 , holder_label = Most recently awarded to , holder = Alain Aspect, John Clauser, and Anton Zeilinger , most_awards = John Bardeen (2) , website nobelprize.org, previous = 2021 , year2=2022, main=2022, next=2023 The Nobel Prize in Physics is a yearly award given by the Royal Swedish Academy of Sciences for those who have made the most outstanding contributions for humankind in the field of physics. It ...
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Wolf Prize In Physics
The Wolf Prize in Physics is awarded once a year by the Wolf Foundation in Israel. It is one of the six Wolf Prizes established by the Foundation and awarded since 1978; the others are in Agriculture, Chemistry, Mathematics, Medicine and Arts. The Wolf Prizes in physics and chemistry are often considered the second most prestigious awards in those fields, after the Nobel Prize.Basolo, F: ''From Coello to Inorganic Chemistry: A Lifetime of Reactions'', page 65, Springer, 2002 The prize in physics has gained a reputation for identifying future winners of the Nobel Prize – from the 26 prizes awarded between 1978 and 2010, fourteen winners have gone on to win the Nobel Prize, five of those in the following year. Laureates Laureates per country Below is a chart of all laureates per country (updated to 2022 laureates). Some laureates are counted more than once if have multiple citizenship. See also * List of physics awards References External links List of Wolf Prize laure ...
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Isaac Newton Medal
The Isaac Newton Medal and Prize is a gold medal awarded annually by the Institute of Physics (IOP) accompanied by a prize of £1,000. The award is given to a physicist, regardless of subject area, background or nationality, for outstanding contributions to physics. The award winner is invited to give a lecture at the Institute. It is named in honour of Sir Isaac Newton. The first medal was awarded in 2008 to Anton Zeilinger, having been announced in 2007. It gained national recognition in the UK in 2013 when it was awarded for technology that could lead to an 'invisibility cloak'. By 2018 it was recognised internationally as the highest honour from the IOP. Recipients * 2021 - David Deutsch for "founding the discipline named quantum computation and establishing quantum computation's fundamental idea, now known as the ‘qubit’ or quantum bit." * 2020 - Nader Engheta for "groundbreaking innovation and transformative contributions to electromagnetic complex materials and na ...
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Klopsteg Memorial Award
The Klopsteg Memorial Award is an annual prize given to a notable physicist in memory of Paul E. Klopsteg. Established in 1990, it is awarded by the American Association of Physics Teachers. The Klopsteg Memorial Award recipient is asked to make a major presentation at an AAPT Summer Meeting on a topic of current significance suitable for non-specialists. Award Winners See also * List of physics awards * List of prizes named after people References

{{reflist Physics awards Awards established in 1991 American awards ...
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Superdense Coding
In quantum information theory, superdense coding (also referred to as ''dense coding'') is a quantum communication protocol to communicate a number of classical bits of information by only transmitting a smaller number of qubits, under the assumption of sender and receiver pre-sharing an entangled resource. In its simplest form, the protocol involves two parties, often referred to as Alice and Bob in this context, which share a pair of maximally entangled qubits, and allows Alice to transmit two bits (''i.e.'', one of 00, 01, 10 or 11) to Bob by sending only one qubit. This protocol was first proposed by Charles H. Bennett and Stephen Wiesner in 1970Stephen Wiesner
Memorial blog post by Or Sattath, with scan of Bennett's handwritten notes from 1970. See als

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GHZ Experiment
The Greenberger–Horne–Zeilinger experiment or GHZ experiments are a class of physics experiments that may be used to generate starkly contrasting predictions from local hidden-variable theory and quantum mechanics, quantum mechanical theory, and permit immediate comparison with actual experimental results. A GHZ experiment is similar to a Bell test experiments, test of Bell's inequality, except using three or more entangled subatomic particle, particles, rather than two. With specific settings of GHZ experiments, it is possible to demonstrate absolute contradictions between the predictions of local hidden variable theory and those of quantum mechanics, whereas tests of Bell's inequality only demonstrate contradictions of a statistical nature. The results of actual GHZ experiments agree with the predictions of quantum mechanics. The GHZ experiments are named for Daniel Greenberger, Daniel M. Greenberger, Michael Horne (physicist), Michael A. Horne, and Anton Zeilinger (GHZ) who fi ...
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Greenberger–Horne–Zeilinger State
In physics, in the area of quantum information theory, a Greenberger–Horne–Zeilinger state (GHZ state) is a certain type of entangled quantum state that involves at least three subsystems (particle states, qubits, or qudits). It was first studied by Daniel Greenberger, Michael Horne and Anton Zeilinger in 1989. Extremely non-classical properties of the state have been observed. Definition The GHZ state is an entangled quantum state for 3 qubits and its state is :, \mathrm\rangle = \frac. Generalization The generalized GHZ state is an entangled quantum state of subsystems. If each system has dimension d, i.e., the local Hilbert space is isomorphic to \mathbb^d, then the total Hilbert space of partite system is \mathcal_=(\mathbb^d)^. This GHZ state is also named as M-partite qudit GHZ state, it reads :, \mathrm\rangle=\frac\sum_^, i\rangle\otimes\cdots\otimes, i\rangle=\frac(, 0\rangle\otimes\cdots\otimes, 0\rangle+\cdots+, d-1\rangle\otimes\cdots\otimes, d-1\rangle). ...
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