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Institution

University of Warsaw

EducationWarsaw, Poland
About: University of Warsaw is a education organization based out in Warsaw, Poland. It is known for research contribution in the topics: Population & Large Hadron Collider. The organization has 20832 authors who have published 56617 publications receiving 1185084 citations. The organization is also known as: Uniwersytet Warszawski & Warsaw University.


Papers
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Journal ArticleDOI
TL;DR: Recent progress in soft microrobotics is highlighted based on light-responsive liquid-crystal elastomers and polymer networks, focusing on photomobile devices such as walkers, swimmers, and mechanical oscillators, which may ultimately lead to flyingmicrorobots.
Abstract: For decades, roboticists have focused their efforts on rigid systems that enable programmable, automated action, and sophisticated control with maximal movement precision and speed. Meanwhile, material scientists have sought compounds and fabrication strategies to devise polymeric actuators that are small, soft, adaptive, and stimuli-responsive. Merging these two fields has given birth to a new class of devices-soft microrobots that, by combining concepts from microrobotics and stimuli-responsive materials research, provide several advantages in a miniature form: external, remotely controllable power supply, adaptive motion, and human-friendly interaction, with device design and action often inspired by biological systems. Herein, recent progress in soft microrobotics is highlighted based on light-responsive liquid-crystal elastomers and polymer networks, focusing on photomobile devices such as walkers, swimmers, and mechanical oscillators, which may ultimately lead to flying microrobots. Finally, self-regulated actuation is proposed as a new pathway toward fully autonomous, intelligent light robots of the future.

244 citations

Journal ArticleDOI
TL;DR: In this paper, an amperometric biosensor for oganophosphorus (OP) pesticides based on a carbon nanotube (CNT)-modified transducer and an OPH biocatalyst is described.

244 citations

Journal ArticleDOI
TL;DR: In this paper, the authors consider the problem of simultaneous estimation of multiple parameters in quantum metrological models and show that for every estimated parameter, the variance obtained in the multiparameter scheme is equal to that of an optimal scheme for that parameter alone, assuming all other parameters are perfectly known.
Abstract: Simultaneous estimation of multiple parameters in quantum metrological models is complicated by factors relating to the (i) existence of a single probe state allowing for optimal sensitivity for all parameters of interest, (ii) existence of a single measurement optimally extracting information from the probe state on all the parameters, and (iii) statistical independence of the estimated parameters. We consider the situation when these concerns present no obstacle, and for every estimated parameter the variance obtained in the multiparameter scheme is equal to that of an optimal scheme for that parameter alone, assuming all other parameters are perfectly known. We call such models compatible. In establishing a rigorous theoretical framework for investigating compatibility, we clarify some ambiguities and inconsistencies present in the literature and discuss several examples to highlight interesting features of unitary and nonunitary parameter estimation, as well as deriving new bounds for physical problems of interest, such as the simultaneous estimation of phase and local dephasing.

244 citations

Journal ArticleDOI
C. Alt1, Tome Anticic, B. Baatar2, D. Barna3, J. Bartke4, Latchezar Betev1, Latchezar Betev5, Helena Bialkowska, A. Billmeier1, Christoph Blume1, Christoph Blume6, Bożena Boimska, M. Botje, J. Bracinik7, R. Bramm1, Rene Brun5, Predrag Buncic5, Predrag Buncic1, V. Cerny7, P. Christakoglou8, O. Chvala9, J. G. Cramer10, P. Csato3, N. Darmenov, Anton Dimitrov, P. Dinkelaker1, V. Eckardt11, G. Farantatos8, P. Filip11, D. Flierl1, Z. Fodor12, Panagiota Foka6, P. Freund11, V. Friese13, V. Friese6, J. Gál3, Marek Gaździcki1, G. Georgopoulos8, E. Gladysz4, S. Hegyi3, C. Höhne13, Kreso Kadija, A. Karev11, S. Kniege1, V. I. Kolesnikov2, Thorsten Sven Kollegger1, R. Korus14, Marek Kowalski4, I. Kraus6, Michal Kreps7, M. van Leeuwen, Peter Levai3, Leander Litov, M. Makariev, Alexander Malakhov2, Christina Markert6, M. Mateev, B. W. Mayes15, G. L. Melkumov2, C. Meurer1, Andre Mischke6, M. K. Mitrovski1, Jozsef Molnar3, St Mrówczyński14, G. Pálla3, Apostolos Panagiotou8, D. Panayotov, K. Perl16, Andreas Petridis8, Miroslav Pikna7, Lawrence Pinsky15, F. Pühlhofer13, Jeffrey G. Reid10, Rainer Arno Ernst Renfordt1, W. Retyk16, Christof Roland17, Gunther Roland17, Maciej Rybczyński14, A. Rybicki5, A. Rybicki4, A. Sandoval6, H. Sann6, N. Schmitz11, P. Seyboth11, Ferenc Sikler3, Branislav Sitar7, E. Skrzypczak16, G. Stefanek14, R. Stock1, H. Ströbele1, Tatjana Susa, I. Szentpetery3, J. Sziklai3, Thomas A. Trainor10, Dezso Varga3, M. Vassiliou8, Gabor Istvan Veres17, Gabor Istvan Veres3, Gyorgy Vesztergombi3, D. Vranic6, A. Wetzler1, Zbigniew Wlodarczyk14, I. K. Yoo6, J. Zaranek1, J. Zimányi3 
TL;DR: Results of resonance searches in the Xi(-)pi(-), Xi (-)pi(+), Xi;(+)pi(-, and Xi; (+)pi(+) invariant mass spectra in proton-proton collisions at sqrt[s]=17.2 GeV are presented.
Abstract: Results of resonance searches in the Xi(-)pi(-), Xi(-)pi(+), Xi;(+)pi(-), and Xi;(+)pi(+) invariant mass spectra in proton-proton collisions at sqrt[s]=17.2 GeV are presented. Evidence is shown for the existence of a narrow Xi(-)pi(-) baryon resonance with mass of 1.862+/-0.002 GeV/c(2) and width below the detector resolution of about 0.018 GeV/c(2). The significance is estimated to be above 4.2sigma. This state is a candidate for the hypothetical exotic Xi(--)(3/2) baryon with S=-2, I=3 / 2, and a quark content of (dsdsū). At the same mass, a peak is observed in the Xi(-)pi(+) spectrum which is a candidate for the Xi(0)(3/2) member of this isospin quartet with a quark content of (dsus[-]d). The corresponding antibaryon spectra also show enhancements at the same invariant mass.

244 citations


Authors

Showing all 21191 results

NameH-indexPapersCitations
Alexander Malakhov139148699556
Emmanuelle Perez138155099016
Piotr Zalewski135138889976
Krzysztof Doroba133144089029
Hector F. DeLuca133130369395
Krzysztof M. Gorski132380105912
Igor Golutvin131128288559
Jan Krolikowski131128983994
Michal Szleper130123882036
Anatoli Zarubin129120486435
Malgorzata Kazana129117581106
Artur Kalinowski129116281906
Predrag Milenovic129118581144
Marcin Konecki128117879392
Karol Bunkowski128119279455
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Performance
Metrics
No. of papers from the Institution in previous years
YearPapers
2023176
2022619
20212,880
20203,208
20193,130
20183,164