895 research outputs found
Artificial Intelligence in Ventricular Arrhythmias and Sudden Death
- Publication venue
- 'Radcliffe Group Ltd'
- Publication date
- 01/05/2023
- Field of study
Sudden cardiac arrest due to lethal ventricular arrhythmias is a major cause of mortality worldwide and results in more years of potential life lost than any individual cancer. Most of these sudden cardiac arrest events occur unexpectedly in individuals who have not been identified as high-risk due to the inadequacy of current risk stratification tools. Artificial intelligence tools are increasingly being used to solve complex problems and are poised to help with this major unmet need in the field of clinical electrophysiology. By leveraging large and detailed datasets, artificial intelligence-based prediction models have the potential to enhance the risk stratification of lethal ventricular arrhythmias. This review presents a synthesis of the published literature and a discussion of future directions in this field
Overcoming leakage in scalable quantum error correction
- Author
- Acharya Rajeev
- Anderson Kyle
- Ansmann Markus
- Arute Frank
- Arya Kunal
- Asfaw Abraham
- Atalaya Juan
- Bardin Joseph C.
- Bengtsson Andreas
- Bourassa Alexandre
- Bovaird Jenna
- Brill Leon
- Buckley Bob B.
- Buell David A.
- Burger Tim
- Burgos Leslie Flores
- Burkett Brian
- Bushnell Nicholas
- Campero Juan
- Chen Yu
- Chen Zijun
- Chiaro Ben
- Collins Roberto
- Conner Paul
- Crook Alexander L.
- Curtin Ben
- Dau Alejandro Grajales
- Debroy Dripto M.
- Demura Sean
- Dunsworth Andrew
- Erickson Catherine
- Fatemi Reza
- Ferreira Vinicius S.
- Forati Ebrahim
- Fowler Austin G.
- Foxen Brooks
- Garcia Gonzalo
- Giang William
- Gidney Craig
- Giustina Marissa
- Gosula Raja
- Gross Jonathan A.
- Hamilton Michael C.
- Harrington Sean D.
- Heu Paula
- Hilton Jeremy
- Hoffmann Markus R.
- Hong Sabrina
- Huang Trent
- Huff Ashley
- Iveland Justin
- Jeffrey Evan
- Jiang Zhang
- Jones Cody
- Kafri Dvir
- Kelly Julian
- Kim Seon
- Klimov Paul V.
- Korotkov Alexander N.
- Kostritsa Fedor
- Kreikebaum John Mark
- Landhuis David
- Laptev Pavel
- Laws Lily
- Lee Kenny
- Lester Brian J.
- Lill Alexander T.
- Liu Wayne
- Locharla Aditya
- Lucero Erik
- Martin Steven
- McEwen Matt
- Megrant Anthony
- Mi Xiao
- Miao Kevin C.
- Montazeri Shirin
- Morvan Alexis
- Naaman Ofer
- Neeley Matthew
- Neill Charles
- Nersisyan Ani
- Neven Hartmut
- Newman Michael
- Ng Jiun How
- Nguyen Anthony
- Nguyen Murray
- Opremcak Alex
- Petukhov Andre
- Potter Rebecca
- Pryadko Leonid P.
- Quintana Chris
- Rocque Charles
- Roushan Pedram
- Sank Daniel
- Sankaragomathi Kannan
- Satzinger Kevin J.
- Schuster Christopher
- Shearn Michael J.
- Shorter Aaron
- Shutty Noah
- Shvarts Vladimir
- Skruzny Jindra
- Smelyanskiy Vadim
- Smith W. Clarke
- Sterling George
- Szalay Marco
- Thor Douglas
- Torres Alfredo
- White Theodore
- Woo Bryan W. K.
- Yao Z. Jamie
- Yeh Ping
- Yoo Juhwan
- Young Grayson
- Zalcman Adam
- Zhu Ningfeng
- Zobrist Nicholas
- Publication venue
- Publication date
- 09/11/2022
- Field of study
Leakage of quantum information out of computational states into higher energy
states represents a major challenge in the pursuit of quantum error correction
(QEC). In a QEC circuit, leakage builds over time and spreads through
multi-qubit interactions. This leads to correlated errors that degrade the
exponential suppression of logical error with scale, challenging the
feasibility of QEC as a path towards fault-tolerant quantum computation. Here,
we demonstrate the execution of a distance-3 surface code and distance-21
bit-flip code on a Sycamore quantum processor where leakage is removed from all
qubits in each cycle. This shortens the lifetime of leakage and curtails its
ability to spread and induce correlated errors. We report a ten-fold reduction
in steady-state leakage population on the data qubits encoding the logical
state and an average leakage population of less than 1×10−3
throughout the entire device. The leakage removal process itself efficiently
returns leakage population back to the computational basis, and adding it to a
code circuit prevents leakage from inducing correlated error across cycles,
restoring a fundamental assumption of QEC. With this demonstration that leakage
can be contained, we resolve a key challenge for practical QEC at scale.Comment: Main text: 7 pages, 5 figure
Suppressing quantum errors by scaling a surface code logical qubit
- Author
- Acharya Rajeev
- Aleiner Igor
- Allen Richard
- Andersen Trond I.
- Ansmann Markus
- Arute Frank
- Arya Kunal
- Asfaw Abraham
- Atalaya Juan
- Babbush Ryan
- Bacon Dave
- Barba Alexander Del Toro
- Bardin Joseph C.
- Basso Joao
- Bengtsson Andreas
- Boixo Sergio
- Bortoli Gina
- Bourassa Alexandre
- Bovaird Jenna
- Brill Leon
- Broughton Michael
- Buckley Bob B.
- Buell David A.
- Burger Tim
- Burgos Leslie Flores
- Burkett Brian
- Bushnell Nicholas
- Chen Yu
- Chen Zijun
- Chiaro Ben
- Cogan Josh
- Collins Roberto
- Conner Paul
- Costa Bernardo Meurer
- Courtney William
- Crook Alexander L.
- Curtin Ben
- Dau Alejandro Grajales
- Debroy Dripto M.
- Demura Sean
- Dunsworth Andrew
- Eppens Daniel
- Erickson Catherine
- Faoro Lara
- Farhi Edward
- Fatemi Reza
- Forati Ebrahim
- Fowler Austin G.
- Foxen Brooks
- Giang William
- Gidney Craig
- Gilboa Dar
- Giustina Marissa
- Gross Jonathan A.
- Habegger Steve
- Hamilton Michael C.
- Harrigan Matthew P.
- Harrington Sean D.
- Heidweiller Catherine Vollgraff
- Higgott Oscar
- Hilton Jeremy
- Hoffmann Markus
- Hong Sabrina
- Huang Trent
- Huff Ashley
- Huggins William J.
- Ioffe Lev B.
- Isakov Sergei V.
- Iveland Justin
- Jeffrey Evan
- Jiang Zhang
- Jones Cody
- Juhas Pavol
- Kafri Dvir
- Kechedzhi Kostyantyn
- Kelly Julian
- Khattar Tanuj
- Khezri Mostafa
- Kieferová Mária
- Kim Seon
- Kitaev Alexei
- Klimov Paul V.
- Klots Andrey R.
- Korotkov Alexander N.
- Kostritsa Fedor
- Kreikebaum John Mark
- Landhuis David
- Laptev Pavel
- Lau Kim-Ming
- Laws Lily
- Lee Joonho
- Lee Kenny
- Lester Brian J.
- Lill Alexander
- Liu Wayne
- Locharla Aditya
- Lucero Erik
- Malone Fionn D.
- Marshall Jeffrey
- Martin Orion
- McClean Jarrod R.
- Mccourt Trevor
- McEwen Matt
- Megrant Anthony
- Mi Xiao
- Miao Kevin C.
- Mohseni Masoud
- Montazeri Shirin
- Morvan Alexis
- Mount Emily
- Mruczkiewicz Wojciech
- Naaman Ofer
- Neeley Matthew
- Neill Charles
- Nersisyan Ani
- Neven Hartmut
- Newman Michael
- Ng Jiun How
- Nguyen Anthony
- Nguyen Murray
- Niu Murphy Yuezhen
- O'Brien Thomas E.
- Opremcak Alex
- Petukhov Andre
- Platt John
- Potter Rebecca
- Pryadko Leonid P.
- Quintana Chris
- Roushan Pedram
- Rubin Nicholas C.
- Saei Negar
- Sank Daniel
- Sankaragomathi Kannan
- Satzinger Kevin J.
- Schurkus Henry F.
- Schuster Christopher
- Shearn Michael J.
- Shorter Aaron
- Shvarts Vladimir
- Skruzny Jindra
- Smelyanskiy Vadim
- Smith W. Clarke
- Sterling George
- Strain Doug
- Szalay Marco
- Torres Alfredo
- Vidal Guifre
- Villalonga Benjamin
- White Theodore
- Xing Cheng
- Yao Z. Jamie
- Yeh Ping
- Yoo Juhwan
- Young Grayson
- Zalcman Adam
- Zhang Yaxing
- Zhu Ningfeng
- Publication venue
- Publication date
- 20/07/2022
- Field of study
Practical quantum computing will require error rates that are well below what
is achievable with physical qubits. Quantum error correction offers a path to
algorithmically-relevant error rates by encoding logical qubits within many
physical qubits, where increasing the number of physical qubits enhances
protection against physical errors. However, introducing more qubits also
increases the number of error sources, so the density of errors must be
sufficiently low in order for logical performance to improve with increasing
code size. Here, we report the measurement of logical qubit performance scaling
across multiple code sizes, and demonstrate that our system of superconducting
qubits has sufficient performance to overcome the additional errors from
increasing qubit number. We find our distance-5 surface code logical qubit
modestly outperforms an ensemble of distance-3 logical qubits on average, both
in terms of logical error probability over 25 cycles and logical error per
cycle (2.914%±0.016% compared to 3.028%±0.023%). To investigate
damaging, low-probability error sources, we run a distance-25 repetition code
and observe a 1.7×10−6 logical error per round floor set by a single
high-energy event (1.6×10−7 when excluding this event). We are able
to accurately model our experiment, and from this model we can extract error
budgets that highlight the biggest challenges for future systems. These results
mark the first experimental demonstration where quantum error correction begins
to improve performance with increasing qubit number, illuminating the path to
reaching the logical error rates required for computation.Comment: Main text: 6 pages, 4 figures. v2: Update author list, references,
Fig. S12, Table I
Non-Abelian braiding of graph vertices in a superconducting processor
- Author
- Acharya Rajeev
- Aleiner Igor
- Allen Richard
- Andersen Trond I.
- Ansmann Markus
- Arute Frank
- Arya Kunal
- Asfaw Abraham
- Atalaya Juan
- Babbush Ryan
- Bacon Dave
- Barba Alexander Del Toro
- Bardin Joseph C.
- Bengtsson Andreas
- Boixo Sergio
- Bortoli Gina
- Bourassa Alexandre
- Bovaird Jenna
- Brill Leon
- Broughton Michael
- Buckley Bob B.
- Buell David A.
- Burger Tim
- Burgos Leslie Flores
- Burkett Brian
- Bushnell Nicholas
- Chen Yu
- Chen Zijun
- Chiaro Ben
- Chik Desmond
- Chou Charina
- Cogan Josh
- Collins Roberto
- Conner Paul
- Courtney William
- Crook Alexander L.
- Curtin Ben
- Dau Alejandro Grajales
- Debroy Dripto M.
- Demura Sean
- Drozdov Ilya
- Dunsworth Andrew
- Eppens Daniel
- Erickson Catherine
- Faoro Lara
- Farhi Edward
- Fatemi Reza
- Ferreira Vinicius S.
- Forati Ebrahim
- Fowler Austin G.
- Foxen Brooks
- Giang William
- Gidney Craig
- Gilboa Dar
- Giustina Marissa
- Gosula Raja
- Gross Jonathan A.
- Habegger Steve
- Hamilton Michael C.
- Hansen Monica
- Harrigan Matthew P.
- Harrington Sean D.
- Heidweiller Catherine Vollgraff
- Heu Paula
- Hilton Jeremy
- Hoffmann Markus R.
- Hong Sabrina
- Huang Trent
- Huff Ashley
- Huggins William J.
- Ioffe Lev B.
- Isakov Sergei V.
- Iveland Justin
- Jeffrey Evan
- Jiang Zhang
- Jones Cody
- Juhas Pavol
- Kafri Dvir
- Kechedzhi Kostyantyn
- Kelly Julian
- Khattar Tanuj
- Khezri Mostafa
- Kieferová Mária
- Kim Eun-Ah
- Kim Seon
- Kitaev Alexei
- Klimov Paul V.
- Klots Andrey R.
- Korotkov Alexander N.
- Kostritsa Fedor
- Kreikebaum John Mark
- Landhuis David
- Laptev Pavel
- Lau Kim-Ming
- Laws Lily
- Lee Joonho
- Lee Kenny
- Lensky Yuri D.
- Lester Brian J.
- Lill Alexander
- Liu Wayne
- Locharla Aditya
- Lucero Erik
- Malone Fionn D.
- Martin Orion
- McClean Jarrod R.
- McCourt Trevor
- McEwen Matt
- Megrant Anthony
- Mi Xiao
- Miao Kevin C.
- Mieszala Amanda
- Mohseni Masoud
- Montazeri Shirin
- Morvan Alexis
- Mount Emily
- Movassagh Ramis
- Mruczkiewicz Wojciech
- Naaman Ofer
- Neeley Matthew
- Neill Charles
- Nersisyan Ani
- Neven Hartmut
- Newman Michael
- Ng Jiun How
- Nguyen Anthony
- Nguyen Murray
- Niu Murphy Yuezhen
- O'Brien Thomas E.
- Omonije Seun
- Opremcak Alex
- Petukhov Andre
- Potter Rebecca
- Pryadko Leonid P.
- Quintana Chris
- Rocque Charles
- Roushan Pedram
- Rubin Nicholas C.
- Saei Negar
- Sank Daniel
- Sankaragomathi Kannan
- Satzinger Kevin J.
- Schurkus Henry F.
- Schuster Christopher
- Shearn Michael J.
- Shorter Aaron
- Shutty Noah
- Shvarts Vladimir
- Skruzny Jindra
- Smelyanskiy Vadim
- Smith W. Clarke
- Somma Rolando
- Sterling George
- Strain Doug
- Szalay Marco
- Torres Alfredo
- Vidal Guifre
- Villalonga Benjamin
- White Theodore
- Woo Bryan W. K.
- Xing Cheng
- Yao Z. Jamie
- Yeh Ping
- Yoo Juhwan
- Young Grayson
- Zalcman Adam
- Zhang Yaxing
- Zhu Ningfeng
- Zobrist Nicholas
- Publication venue
- Publication date
- 31/05/2023
- Field of study
Indistinguishability of particles is a fundamental principle of quantum
mechanics. For all elementary and quasiparticles observed to date - including
fermions, bosons, and Abelian anyons - this principle guarantees that the
braiding of identical particles leaves the system unchanged. However, in two
spatial dimensions, an intriguing possibility exists: braiding of non-Abelian
anyons causes rotations in a space of topologically degenerate wavefunctions.
Hence, it can change the observables of the system without violating the
principle of indistinguishability. Despite the well developed mathematical
description of non-Abelian anyons and numerous theoretical proposals, the
experimental observation of their exchange statistics has remained elusive for
decades. Controllable many-body quantum states generated on quantum processors
offer another path for exploring these fundamental phenomena. While efforts on
conventional solid-state platforms typically involve Hamiltonian dynamics of
quasi-particles, superconducting quantum processors allow for directly
manipulating the many-body wavefunction via unitary gates. Building on
predictions that stabilizer codes can host projective non-Abelian Ising anyons,
we implement a generalized stabilizer code and unitary protocol to create and
braid them. This allows us to experimentally verify the fusion rules of the
anyons and braid them to realize their statistics. We then study the prospect
of employing the anyons for quantum computation and utilize braiding to create
an entangled state of anyons encoding three logical qubits. Our work provides
new insights about non-Abelian braiding and - through the future inclusion of
error correction to achieve topological protection - could open a path toward
fault-tolerant quantum computing
Measurement-induced entanglement and teleportation on a noisy quantum processor
- Author
- Abanin Dmitry
- Acharya Rajeev
- Andersen Trond I.
- Ansmann Markus
- Arute Frank
- Arya Kunal
- Asfaw Abraham
- Atalaya Juan
- Babbush Ryan
- Bacon Dave
- Barba Alexander Del Toro
- Bardin Joseph C.
- Bengtsson Andreas
- Boixo Sergio
- Bortoli Gina
- Bourassa Alexandre
- Bovaird Jenna
- Brill Leon
- Broughton Michael
- Buckley Bob B.
- Buell David A.
- Burger Tim
- Burgos Leslie Flores
- Burkett Brian
- Bushnell Nicholas
- Chen Yu
- Chen Zijun
- Chiaro Ben
- Chik Desmond
- Cogan Josh
- Collins Roberto
- Conner Paul
- Courtney William
- Crook Alexander L.
- Curtin Ben
- Dau Alejandro Grajales
- Debroy Dripto M.
- Demura Sean
- Di Paolo Augustin
- Drozdov Ilya K.
- Dunsworth Andrew
- Eppens Daniel
- Erickson Catherine
- Farhi Edward
- Fatemi Reza
- Ferreira Vinicius S.
- Forati Ebrahim
- Fowler Austin G.
- Foxen Brooks
- Giang William
- Gidney Craig
- Gilboa Dar
- Giustina Marissa
- Gosula Raja
- Gross Jonathan A.
- Habegger Steve
- Hamilton Michael C.
- Hansen Monica
- Harrigan Matthew P.
- Harrington Sean D.
- Heidweiller Catherine Vollgraff
- Heu Paula
- Hilton Jeremy
- Hoffmann Markus R.
- Hoke Jesse C.
- Hong Sabrina
- Huang Trent
- Huff Ashley
- Huggins William J.
- Ippoliti Matteo
- Isakov Sergei V.
- Iveland Justin
- Jeffrey Evan
- Jones Cody
- Juhas Pavol
- Kafri Dvir
- Kechedzhi Kostyantyn
- Kelly Julian
- Khattar Tanuj
- Khemani Vedika
- Khezri Mostafa
- Kieferová Mária
- Kim Seon
- Kitaev Alexei
- Klimov Paul V.
- Klots Andrey R.
- Korotkov Alexander N.
- Kostritsa Fedor
- Kreikebaum John Mark
- Landhuis David
- Laptev Pavel
- Lau Kim-Ming
- Laws Lily
- Lee Joonho
- Lee Kenny W.
- Lensky Yuri D.
- Lester Brian J.
- Lill Alexander T.
- Liu Wayne
- Locharla Aditya
- Lucero Erik
- Martin Orion
- McClean Jarrod R.
- McEwen Matt
- Megrant Anthony
- Mi Xiao
- Miao Kevin C.
- Mieszala Amanda
- Montazeri Shirin
- Morvan Alexis
- Movassagh Ramis
- Mruczkiewicz Wojciech
- Neeley Matthew
- Neill Charles
- Nersisyan Ani
- Neven Harmut
- Newman Michael
- Ng Jiun H.
- Nguyen Anthony
- Nguyen Murray
- Niu Murphy Yuezhen
- O'Brien Tom E.
- Omonije Seun
- Opremcak Alex
- Petukhov Andre
- Potter Rebecca
- Pryadko Leonid P.
- Quintana Chris
- Rocque Charles
- Rosenberg Eliott
- Roushan Pedram
- Rubin Nicholas C.
- Saei Negar
- Sank Daniel
- Sankaragomathi Kannan
- Satzinger Kevin J.
- Schurkus Henry F.
- Schuster Christopher
- Shearn Michael J.
- Shorter Aaron
- Shutty Noah
- Shvarts Vlad
- Skruzny Jindra
- Smelyanskiy Vadim
- Smith W. Clarke
- Somma Rolando D.
- Sterling George
- Strain Douglas
- Szalay Marco
- Torres Alfredo
- Vidal Guifre
- Villalonga Benjamin
- White Ted
- Woo Bryan W. K.
- Xing Cheng
- Yao Z. Jamie.
- Yeh Ping
- Yoo Juhwan
- Young Grayson
- Zalcman Adam
- Zhang Yaxing
- Zhu Ningfeng
- Zobrist Nicholas
- Publication venue
- Publication date
- 17/10/2023
- Field of study
Measurement has a special role in quantum theory: by collapsing the
wavefunction it can enable phenomena such as teleportation and thereby alter
the "arrow of time" that constrains unitary evolution. When integrated in
many-body dynamics, measurements can lead to emergent patterns of quantum
information in space-time that go beyond established paradigms for
characterizing phases, either in or out of equilibrium. On present-day NISQ
processors, the experimental realization of this physics is challenging due to
noise, hardware limitations, and the stochastic nature of quantum measurement.
Here we address each of these experimental challenges and investigate
measurement-induced quantum information phases on up to 70 superconducting
qubits. By leveraging the interchangeability of space and time, we use a
duality mapping, to avoid mid-circuit measurement and access different
manifestations of the underlying phases -- from entanglement scaling to
measurement-induced teleportation -- in a unified way. We obtain finite-size
signatures of a phase transition with a decoding protocol that correlates the
experimental measurement record with classical simulation data. The phases
display sharply different sensitivity to noise, which we exploit to turn an
inherent hardware limitation into a useful diagnostic. Our work demonstrates an
approach to realize measurement-induced physics at scales that are at the
limits of current NISQ processors
Optimasi Portofolio Resiko Menggunakan Model Markowitz MVO Dikaitkan dengan Keterbatasan Manusia dalam Memprediksi Masa Depan dalam Perspektif Al-Qur`an
- Author
- Aarrestad Thea Klaeboe
- Abbaneo Duccio
- Abbiendi Giovanni
- Abbrescia Marcello
- Abdullin Salavat
- Abdulsalam Abdulla
- Abercrombie Daniel
- Abu Zeid Shimaa
- Ackert Andrew
- Acosta Darin
- Acosta John Gabriel
- Adair Antony
- Adam Wolfgang
- Adams Jordon Rowe
- Adams Mark Raymond
- Adams Todd
- Adzic Petar
- Agapitos Antonis
- Aggleton Robin
- Agram Jean-Laurent
- Ahmad Ashfaq
- Ahmad Muhammad
- Ahmad Muhammad
- Ahmed Ijaz
- Ahuja Sudha
- Akchurin Nural
- Akgun Bora
- Al-bataineh Ayman
- Albergo Sebastiano
- Albert Andreas
- Albrow Michael
- Alcaraz Maestre Juan
- Aldaya Martin Maria
- Alderweireldt Sara
- Aldá Júnior Walter Luiz
- Aleksandrov Aleksandar
- Alexakhin Vadim
- Alexander James
- Alimena Juliette
- Allen Brandon
- Almond John
- Alunni Solestizi Luisa
- Alverson George
- Alves Fábio Lúcio
- Alves Gilvan
- Alyari Maral
- Amapane Nicola
- Amsler Claude
- Anagnostou Georgios
- Anderson Dustin
- Anderson Ian
- Andrea Jeremy
- Andreev Vladimir
- Andreev Yuri
- Andrews Michael Benjamin
- Androsov Konstantin
- Anelli Christopher
- Antonelli Louis
- Antropov Iurii
- Antunovic Zeljko
- Apanasevich Leonard
- Apollinari Giorgio
- Apresyan Artur
- Apyan Aram
- Arcaro Daniel
- Arcidiacono Roberta
- Arenton Michael Wayne
- Argiro Stefano
- Arneodo Michele
- Asavapibhop Burin
- Asawatangtrakuldee Chayanit
- Askew Andrew
- Attikis Alexandros
- Aubin Alexandre
- Auffray Etiennette
- Autermann Christian
- Auzinger Georg
- Avdeeva Ekaterina
- Avery Paul
- Avetisyan Aram
- Avila Carlos
- Azarkin Maksim
- Azhgirey Igor
- Aziz Tariq
- Azzi Patrizia
- Azzolini Virginia
- Azzurri Paolo
- Aşılar Ece
- Baarmand Marc M
- Baber Mark
- Bacchetta Nicola
- Bachmair Felix
- Bachtis Michail
- Baden Drew
- Baffioni Stephanie
- Bagliesi Giuseppe
- Bahinipati Seema
- Baillon Paul
- Bainbridge Robert
- Bakhshiansohi Hamed
- Ball Austin
- Ball Fionn
- Ban Yong
- Banerjee Sudeshna
- Banerjee Sunanda
- Bansal Sunil
- Barbagli Giuseppe
- Barberis Emanuela
- Barbieri Richard
- Bargassa Pedrame
- Baringer Philip
- Barker Anthony
- Barnes Virgil E
- Barney David
- Baron Owen
- Barone Luciano
- Barria Patrizia
- Barrio Luna Mar
- Bartek Rachel
- Barth Christian
- Bartosik Nazar
- Bartók Márton
- Baskakov Alexey
- Battilana Carlo
- Baty Austin
- Bauerdick Lothar AT
- Baumgartel Darin
- Baus Colin
- Bayshev Igor
- Bean Alice
- Beauceron Stephanie
- Beaudette Florian
- Beck Lana
- Beernaert Kelly
- Behera Prafulla Kumar
- Behnamian Hadi
- Behnke Olaf
- Behrens Ulf
- Bein Samuel
- Beirão Da Cruz E Silva Cristóvão
- Belchior Batista Das Chagas Ewerton
- Belforte Stefano
- Beliy Nikita
- Belknap Donald
- Bell Ken W
- Bellan Riccardo
- Belloni Alberto
- Beluffi Camille
- Belyaev Alexander
- Belyaev Andrey
- Benato Lisa
- Bencze Gyorgy
- Bendavid Joshua
- Benelli Gabriele
- Beni Noemi
- Benussi Luigi
- Benvenuti Alberto
- Beranek Sarah
- Beretvas Andrew
- Bergauer Thomas
- Berger Joram
- Beri Suman Bala
- Bernardes Cesar Augusto
- Bernardini Jacopo
- Bernet Colin
- Berry Douglas
- Berry Edmund
- Berryhill Jeffrey
- Bertl Willi
- Besancon Marc
- Betchart Burton
- Betts Russell Richard
- Bhandari Rohan
- Bhardwaj Ashutosh
- Bhat Pushpalatha C
- Bhatnagar Vipin
- Bhattacharya Rajarshi
- Bhattacharya Saptaparna
- Bhattacharya Satyaki
- Bhawandeep Bhawandeep
- Bhopatkar Vallary
- Bhowmik Sandeep
- Bi Ran
- Bialkowska Helena
- Bian Jian-Guo
- Bianchini Lorenzo
- Bianco Stefano
- Bierwagen Katharina
- Biino Cristina
- Bilei Gian Mario
- Bilin Bugra
- Bilki Burak
- Bilmis Selcuk
- Bin Anuar Afiq Aizuddin
- Bisello Dario
- Bitioukov Sergei
- Blekman Freya
- Blinov Vladimir
- Blobel Volker
- Bloch Daniel
- Bloch Philippe
- Bloom Kenneth
- Bluj Michal
- Blumenfeld Barry
- Boccali Tommaso
- Bocci Andrea
- Bodek Arie
- Boimska Bożena
- Boletti Alessio
- Bolla Gino
- Bonacorsi Daniele
- Bonato Alessio
- Bondu Olivier
- Boos Edouard
- Boren Samuel
- Bornheim Adolf
- Borras Kerstin
- Bortignon Pierluigi
- Borzou Ahmad
- Bose Tulika
- Botta Cristina
- Boudoul Gaelle
- Bouhali Othmane
- Bourilkov Dimitri
- Bouvier Elvire
- Bowen James
- Bradmiller-Feld John
- Braghieri Alessandro
- Braibant-Giacomelli Sylvie
- Brandstetter Johannes
- Brandt Stephanie
- Branson James G
- Breedon Richard
- Breto Guillermo
- Brew Christopher
- Brianza Luca
- Brigliadori Luca
- Brigljevic Vuko
- Brinkerhoff Andrew
- Brinson Jessica
- Brito Lucas
- Brochero Cifuentes Javier Andres
- Brochet Sébastien
- Brodski Michael
- Brom Jean-Marie
- Brondolin Erica
- Brooke James John
- Brown Robert M
- Brun Hugues
- Bruner Christopher
- Bruno Giacomo
- Buchmuller Oliver
- Bucinskaite Inga
- Bundock Aaron
- Bunkowski Karol
- Bunn Julian
- Buontempo Salvatore
- Burkett Kevin
- Burns Douglas
- Burns Dustin
- Burt Kira
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- de Trocóniz Jorge F
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- Hatakeyama Kenichi
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- Yazgan Efe
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- Yetkin Taylan
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- Yilmaz Yetkin
- Yohay Rachel
- Yonamine Ryo
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- Yoo Jaehyeok
- You Can
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- Yu Shin-Shan
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- Yusli Mohd Nizam
- Zabel James
- Zabi Alexandre
- Zaganidis Nicolas
- Zagoździńska Agnieszka
- Zakaria Mohammed
- Zalewski Piotr
- Zanetti Anna
- Zanetti Marco
- Zarubin Anatoli
- Zeinali Maryam
- Zenoni Florian
- Zenz Seth Conrad
- Zeuner Wolfram Dietrich
- Zevi Della Porta Giovanni
- Zeyrek Mehmet
- Zghiche Amina
- Zhang Fengwangdong
- Zhang Huaqiao
- Zhang Jingyu
- Zhao Jingzhou
- Zhokin Alexander
- Zhu Ren-Yuan
- Zhukov Valery
- Zhukova Victoria
- Zientek Margaret
- Zolkapli Zukhaimira
- Zorbakir Ibrahim Soner
- Zorbilmez Caglar
- Zotto Pierluigi
- Zou David
- Zsigmond Anna Julia
- Zucchetta Alberto
- Zumerle Gianni
- Zuranski Andrzej
- Publication venue
- Sunan Kalijaga State Islamic University
- Publication date
- 01/01/2012
- Field of study
Risk portfolio on modern finance has become increasingly technical, requiring the use of sophisticated mathematical tools in both research and practice. Since companies cannot insure themselves completely against risk, as human incompetence in predicting the future precisely that written in Al-Quran surah Luqman verse 34, they have to manage it to yield an optimal portfolio. The objective here is to minimize the variance among all portfolios, or alternatively, to maximize expected return among all portfolios that has at least a certain expected return. Furthermore, this study focuses on optimizing risk portfolio so called Markowitz MVO (Mean-Variance Optimization). Some theoretical frameworks for analysis are arithmetic mean, geometric mean, variance, covariance, linear programming, and quadratic programming. Moreover, finding a minimum variance portfolio produces a convex quadratic programming, that is minimizing the objective function ðð¥with constraintsð ð 𥠥 ðandð´ð¥ = ð. The outcome of this research is the solution of optimal risk portofolio in some investments that could be finished smoothly using MATLAB R2007b software together with its graphic analysis
Search for heavy resonances decaying to two Higgs bosons in final states containing four b quarks
- Author
- Aarrestad Thea Klaeboe
- Abbaneo Duccio
- Abbiendi Giovanni
- Abbrescia Marcello
- Abdullin Salavat
- Abdulsalam Abdulla
- Abu Zeid Shimaa
- Ackert Andrew
- Acosta Darin
- Acosta John Gabriel
- Adair Antony
- Adam Wolfgang
- Adams Jordon Rowe
- Adams Mark Raymond
- Adams Todd
- Adiguzel Aytul
- Adzic Petar
- Afanasiev Serguei
- Agapitos Antonis
- Aggleton Robin
- Agram Jean-Laurent
- Ahmad Ashfaq
- Ahmad Muhammad
- Ahmad Muhammad
- Ahmed Ijaz
- Ahuja Sudha
- Akchurin Nural
- Akgun Bora
- Albrow Michael
- Alcaraz Maestre Juan
- Aldaya Martin Maria
- Alderweireldt Sara
- Aldá Júnior Walter Luiz
- Aleksandrov Aleksandar
- Alexander James
- Alimena Juliette
- Alunni Solestizi Luisa
- Alverson George
- Alves Fábio Lúcio
- Alves Gilvan
- Alyari Maral
- Amapane Nicola
- Amsler Claude
- Anagnostou Georgios
- Anderson Dustin
- Anderson Ian
- Andrea Jeremy
- Andreev Vladimir
- Andreev Yuri
- Andrews Michael Benjamin
- Androsov Konstantin
- Anelli Christopher
- Antonelli Louis
- Antropov Iurii
- Antunovic Zeljko
- Apanasevich Leonard
- Apollinari Giorgio
- Appelt Eric
- Apresyan Artur
- Apyan Aram
- Arcaro Daniel
- Arcidiacono Roberta
- Arenton Michael Wayne
- Argiro Stefano
- Arneodo Michele
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- Van De Klundert Merijn
- Van Doninck Walter
- Van Driessche Ward
- Van Haevermaet Hans
- Van Hove Pierre
- Van Mechelen Pierre
- Van Mulders Petra
- Van Onsem Gerrit Patrick
- Van Parijs Isis
- Van Remortel Nick
- Van Spilbeeck Alex
- Vander Donckt Muriel
- Vander Velde Catherine
- Vanelderen Lukas
- Vanhoefer Annika
- Vanlaer Pascal
- Vardarli Fuat Ilkehan
- Varela Joao
- Varelas Nikos
- Varma Mukund
- Vartak Adish
- Vavilov Sergey
- Vazquez Acosta Monica
- Vazquez Valencia Fabiola
- Veelken Christian
- Velasco Mayda
- Velicanu Dragos
- Velkovska Julia
- Venditti Rosamaria
- Ventura Sandro
- Venturi Andrea
- Verdier Patrice
- Verdini Piero Giorgio
- Veres Gabor Istvan
- Verlage Tobias Anton
- Verlage Tobias Anton
- Vernieri Caterina
- Verwilligen Piet
- Verzetti Mauro
- Verzocchi Marco
- Veszpremi Viktor
- Vesztergombi Gyorgy
- Veverka Jan
- Vidal Marono Miguel
- Vidal Richard
- Vila Ivan
- Vilar Cortabitarte Rocio
- Vilela Pereira Antonio
- Viliani Lorenzo
- Virdee Tejinder
- Viret Sébastien
- Vischia Pietro
- Vitulo Paolo
- Vizan Garcia Jesus Manuel
- Vlasov Evgueni
- Vlimant Jean-Roch
- Vogel Helmut
- Volkov Alexey
- Volobouev Igor
- Vormwald Benedikt
- Vorobiev Igor
- Vorobyev Alexey
- Voutilainen Mikko
- Vutova Mariana
- Wagner Stephen Robert
- Wagner-Kuhr Jeannine
- Walczak Marek
- Walia Genius
- Walker Matthew
- Wallny Rainer
- Walsh Roberval
- Waltenberger Wolfgang
- Wan Abdullah Wan Ahmad Tajuddin
- Wang Chunjie
- Wang Dayong
- Wang Fuqiang
- Wang Jian
- Wang Jing
- Wang Michael
- Wang Quan
- Wang Ren-Jie
- Wang Sean-Jiun
- Wang Ta-Wei
- Wang Yanchu
- Wang Zheng
- Waqas Muhammad
- Wardle Nicholas
- Wasserbaech Steven
- Wayand Stefan
- Wayne Mitchell
- Weber Hannsjoerg Artur
- Weber Hendrik
- Weber Hendrik
- Weber Marc
- Weber Matthias
- Wei Hua
- Weiler Thomas
- Weinberg Marc
- Welke Charles
- Wendland Lauri
- Weng Yao
- West Christopher
- Wetzel James
- Whitbeck Andrew
- Wickramage Nadeesha
- Wilbur Scott
- Williams Thomas
- Williamson Shawn
- Wimpenny Stephen
- Winer Brian L.
- Wissing Christoph
- Wittich Peter
- Wolf Matthias
- Wolf Roger
- Wolfe Evan
- Wood Darien
- Wood John
- Woodard Anna
- Woods Nathaniel
- Worm Steven
- Wright Douglas
- Wu Zhenbin
- Wulsin Howard Wells
- Wulz Claudia-Elisabeth
- Wyslouch Bolek
- Wöhri Hermine Katharina
- Wöhrmann Clemens
- Würthwein Frank
- Xia Fan
- Xiao Meng
- Xie Si
- Xie Wei
- Xin Yongjie
- Xu Lingshan
- Xu Qiao
- Xu Zijun
- Yagil Avraham
- Yalvac Metin
- Yang Mingming
- Yang Yong
- Yates Brent
- Yazgan Efe
- Yelton John
- Yetkin Elif Asli
- Yetkin Taylan
- Yi Kai
- Yilmaz Yetkin
- Yohay Rachel
- Yonamine Ryo
- Yoo Hwi Dong
- Yoo Jaehyeok
- You Can
- Yu Intae
- Yu Shin-Shan
- Yumiceva Francisco
- Yusli Mohd Nizam
- Zabel James
- Zabi Alexandre
- Zaganidis Nicolas
- Zagozdzinska Agnieszka
- Zakaria Mohammed
- Zalewski Piotr
- Zanetti Anna
- Zanetti Marco
- Zarubin Anatoli
- Zeinali Maryam
- Zenoni Florian
- Zenz Seth Conrad
- Zeuner Wolfram Dietrich
- Zevi Della Porta Giovanni
- Zeyrek Mehmet
- Zghiche Amina
- Zhang Fengwangdong
- Zhang Huaqiao
- Zhang Jingyu
- Zhang Jinzhong
- Zhokin Alexander
- Zhu Ren-Yuan
- Zhukov Valery
- Zhukov Valery
- Zhukova Victoria
- Zolkapli Zukhaimira
- Zorbilmez Caglar
- Zotto Pierluigi
- Zou David
- Zsigmond Anna Julia
- Zucchetta Alberto
- Zumerle Gianni
- Zuranski Andrzej
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2016
- Field of study
A search is presented for narrow heavy resonances X decaying into pairs of Higgs bosons (H) in proton-proton collisions collected by the CMS experiment at the LHC at root s = 8 TeV. The data correspond to an integrated luminosity of 19.7 fb(-1). The search considers HH resonances with masses between 1 and 3 TeV, having final states of two b quark pairs. Each Higgs boson is produced with large momentum, and the hadronization products of the pair of b quarks can usually be reconstructed as single large jets. The background from multijet and t (t) over bar events is significantly reduced by applying requirements related to the flavor of the jet, its mass, and its substructure. The signal would be identified as a peak on top of the dijet invariant mass spectrum of the remaining background events. No evidence is observed for such a signal. Upper limits obtained at 95 confidence level for the product of the production cross section and branching fraction sigma(gg -> X) B(X -> HH -> b (b) over barb (b) over bar) range from 10 to 1.5 fb for the mass of X from 1.15 to 2.0 TeV, significantly extending previous searches. For a warped extra dimension theory with amass scale Lambda(R) = 1 TeV, the data exclude radion scalar masses between 1.15 and 1.55 TeV
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