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| Issue | Title | |
| Vol 8, No 4 (2017) | Sizes and size distributions of nanoparticles: Causes of differences in results obtained by transmission electron microscopy and small angle X-ray scattering | Abstract PDF (Eng) similar documents |
| D. O. Shvedchenko, V. V. Volkov, E. I. Suvorova | ||
| "... Comparative size and structure characterization of silver and selenium nanoparticles obtained ..." | ||
| Vol 9, No 2 (2018) | Particle size analysis of niosomes as a function of temperature | Abstract PDF (Eng) similar documents |
| E. I. Diskaeva, O. V. Vecher, I. A. Bazikov, D. S. Vakalov | ||
| "... on the size of niosomes and particle size distribution. Particle size was defined with analysis electronic ..." | ||
| Vol 7, No 6 (2016) | Assessment for applicability of the “tangent technique” in X-ray small-angle scattering | Abstract PDF (Eng) similar documents |
| A. V. Smirnov, V. Yu. Kalyakin, B. A. Fedorov | ||
| "... ”, employed in the small-angle X-ray scattering for estimating the particle size distribution function ..." | ||
| Vol 8, No 6 (2017) | Fractal analysis – a surrogate technique for material characterization | Abstract PDF (Eng) similar documents |
| M. S. Swapna, S. Sankararaman | ||
| "... particle size. A regression equation is set connecting the soot particle size and fractal dimension, after ..." | ||
| Vol 12, No 2 (2021) | Heterodyne-based subcarrier wave quantum cryptography under the chromatic dispersion impact | Abstract PDF (Eng) similar documents |
| R. K. Goncharov, A. V. Zinovev, F. D. Kiselev, E. O. Samsonov | ||
| "... key distribution system with heterodyne detection, in which information is encoded in the sidebands ..." | ||
| Vol 11, No 2 (2020) | Influence of hydrothermal synthesis conditions on the composition of the pyrochlore phase in the Bi2O3–Fe2O3–WO3 system | Abstract PDF (Eng) similar documents |
| M. S. Lomakin, O. V. Proskurina, V. V. Gusarov | ||
| "... of pyrochlore-structured phase particles with crystallite sizes of 38 and 118 nm, respectively, is accompanied ..." | ||
| Vol 15, No 2 (2024) | Ultrasonic-assisted hydrothermal synthesis of nanoscale double ceric phosphates | Abstract PDF (Eng) similar documents |
| T. O. Kozlova, E. D. Sheichenko, D. N. Vasilyeva, D. A. Kozlov, I. V. Kolesnik, I. V. Tronev, M. A. Teplonogova, A. E. Baranchikov, V. K. Ivanov | ||
| "... phosphates with the smallest crystallite sizes exceeded 4 and 3.5, respectively, which is much higher than ..." | ||
| Vol 9, No 3 (2018) | Scherrer formula: estimation of error in determining small nanoparticle size | Abstract PDF (Eng) similar documents |
| A. S. Vorokh | ||
| "... the diffraction patterns from model nanoparticles by the Debye formula. Particle size was calculated using ..." | ||
| Vol 13, No 3 (2022) | Overview of device-independent continuous-variable quantum key distribution | Abstract PDF (Eng) similar documents |
| R. Goncharov, E. Bolychev, I. Vorontsova, E. Samsonov, V. Egorov | ||
| "... The objects of study of this paper are quantum key distribution (QKD) protocols and systems ..." | ||
| Vol 10, No 4 (2019) | Analysis of the unambiguous state discrimination with unequal a priori probabilities | Abstract PDF (Eng) similar documents |
| A. A. Gaidash, S. S. Medvedeva, G. P. Miroshnichenko | ||
| "... quantum key distribution protocol. We propose the method of optimal unambiguous state discrimination ..." | ||
| Vol 14, No 3 (2023) | Measurement-device-independent continuous variable quantum key distribution protocol operation in optical transport networks | Abstract PDF (Eng) similar documents |
| I. Vorontsova, R. Goncharov, S. Kynev, F. Kiselev, V. Egorov | ||
| "... variable quantum key distribution systems is conducted. The analysis considers symmetry and asymmetry ..." | ||
| Vol 14, No 2 (2023) | Theoretical study of the EDFA optical amplifier implementation scheme improving the performance of a quantum key distribution system integrated with an WDM optical transport network | Abstract PDF (Eng) similar documents |
| D. Tupyakov, N. Ivankov, I. V. Vorontsova, F. Kiselev, V. Egorov | ||
| "... the efficiency of the simultaneous quantum key distribution session and transmission of information by classical ..." | ||
| Vol 13, No 4 (2022) | Continuous-variable quantum key distribution: security analysis with trusted hardware noise against general attacks | Abstract PDF (Eng) similar documents |
| R. K. Goncharov, A. D. Kiselev, E. O. Samsonov, V. I. Egorov | ||
| "... In this paper, using the full security framework for continuous-variable quantum key distribution ..." | ||
| Vol 14, No 2 (2023) | Study of ion partitioning in nanoporous materials by analytical approach and molecular modeling | Abstract PDF (Eng) similar documents |
| J. Dweik, M. Koabazb | ||
| "... that the distribution of ions depends on their size, polarizability and the structure of water when it is explicitly ..." | ||
| Vol 15, No 5 (2024) | Hybrid quantum communication protocol for fiber and atmosphere channel | Abstract PDF (Eng) similar documents |
| Ilnur Z. Latypov, Vladimir V. Chistyakov, Maxim A. Fadeev, Danil V. Sulimov, Alexey K. Khalturinsky, Sergey M. Kynev, Vladimir I. Egorov | ||
| "... distribution (QKD) with phase coding, our approach enhances the flexibility and reliability of quantum ..." | ||
| Vol 11, No 6 (2020) | On quantum bit coding by Gaussian beam modes for the quantum key distribution | Abstract PDF (Eng) similar documents |
| M. P. Faleeva, I. Y. Popov | ||
| "... This paper deals with possibility of implementation of quantum key distribution algorithm through ..." | ||
| Vol 16, No 3 (2025) | Properties of multi-moded phase-randomized coherent states | Abstract PDF (Eng) similar documents |
| M. S. Guselnikov, A. A. Gaidash, G. P. Miroshnichenko, A. V. Kozubov | ||
| "... . They are best known to be the core part of decoy-state quantum key distribution protocols with phase-coding ..." | ||
| Vol 14, No 2 (2023) | Correction to the paper “Synthesis and magnetic properties of cobalt ferrite nanoparticles formed under hydro and solvothermal condition” | Abstract PDF (Eng) similar documents |
| B. V. Vasil’ev, R. Yu. Smyslov , D. A. Kirilenko , I. S. Kritchenkov , A. N. Bugrov | ||
| Vol 14, No 1 (2023) | Correction to the paper “Synthesis and magnetic properties of cobalt ferrite nanoparticles formed under hydro and solvothermal condition” | Abstract PDF (Eng) similar documents |
| B. V. Vasil’ev, R. Yu. Smyslov, D. A. Kirilenko, A. N. Bugrov | ||
| Vol 12, No 4 (2021) | Synthesis and magnetic properties of cobalt ferrite nanoparticles formed under hydro and solvothermal conditions | Abstract PDF (Eng) similar documents |
| B. V. Vasil’ev, R. Yu. Smyslov, D. A. Kirilenko, A. N. Bugrov | ||
| "... , sizes, and magnetic properties were determined using EDX analysis, X-ray diffraction, transmission ..." | ||
| Vol 14, No 1 (2023) | Increase of signal to reference ratio for phase compensation in continuous-variable quantum key distribution systems | Abstract PDF (Eng) similar documents |
| F. M. Goncharov, B. E. Pervushin, B. A. Nasedkin, R. K. Goncharov, D. A. Yashin, M. E. Gellert, D. V. Sulimov, P. A. Morozova, I. M. Filipov, Iu. A. Adam, V. V. Chistiakov, E. O. Samsonov, V. I. Egorov | ||
| "... Continuous variables quantum key distribution (CV-QKD) systems are a promising direction ..." | ||
| Vol 11, No 1 (2020) | Magnetoelectric effects theory by Heisenberg method based on permutation group symmetry of nanoparticles | Abstract PDF (Eng) similar documents |
| S. Leble | ||
| Vol 8, No 3 (2017) | Distribution of supercritical nucleation centers during the crystallization process in the presence of a flow as illustrated by the example of boron carbide-reinforced aluminum | Abstract PDF (Eng) similar documents |
| M. A. Durnev, E. D. Eidelman | ||
| "... The distribution of heavily post-critical nucleation centers in the nucleation kinetics subject ..." | ||
| Vol 13, No 1 (2022) | Iterative method of reconstructing the size distribution function of spherical nanoparticles based on the intensity of the small-angle X-ray scattering including the interference contribution to the intensity | Abstract PDF (Eng) similar documents |
| A. V. Kuchko, A. V. Smirnov | ||
| "... an iterative method that reconstructs the size distribution function from the small-angle X-ray scattering ..." | ||
| Vol 10, No 1 (2019) | Heisenberg chain equations in terms of Fockian covariance with electric field account and multiferroics in nanoscale | Abstract PDF (Eng) similar documents |
| S. Leble | ||
| Vol 10, No 5 (2019) | Approaches to determining the kinetics for the formation of a nano-dispersed substance from the experimental distribution functions of its nanoparticle properties | Abstract PDF (Eng) similar documents |
| S. Z. Adzhiev, I. V. Melikhov, V. V. Vedenyapin | ||
| "... of a nanodispersed substance, distinguishing by properties (sizes, velocities, positions, etc.). The aim ..." | ||
| 1 - 26 of 26 Items | ||
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