Volume 4(69)
Contents
- M.P. Bakulina. AN EFFICIENT COMPRESSION ALGORITHM USING DICTIONARY-TYPE DATA TRANSFORMATION.
- N.G. Bredikhin, S.V. Scherbakova. COMMUNITY DETECTION IN THE MULTIPLEX NETWORK OF SCIENTIFIC JOURNAL AUTHORS.
- A.R. Gerb, E.E. Deviatykh, G.A. Omarova. COMPARISON OF FIRST, SECOND AND THIRD GENERATION GRAPH REDUCTION METHODS IN CHEMICAL KINETICS MODELS.
- O.G. Monakhov, E.A. Monakhova. GENERATION OF MULTI-LEVEL REGULAR NETWORKS BASED ON THE COMPOSITION OPERATION OF MODIFIED CHORDAL GRAPHS USING LARGE LANGUAGE MODELS.
- M.A. Usova, I.G. Lebedev, A.A. Shtanyuk, K.A. Barkalov. A GLOBAL OPTIMIZATION ALGORITHM FOR TUNING HYPERPARAMETERS OF MACHINE LEARNING METHODS.
- V.E. Malyshkin, V.A. Perepelkin, V.A. Spirin. AUTOMATIC PROGRAM CONSTRUCTION WITH ACCELERATORS USAGE BASED ON THE ACTIVE KNOWLEDGE CONCEPT IN LUNA SYSTEM.
Institute of Computational Mathematics and Mathematical Geophysics SB RAS, 630090, Novosibirsk, Russia
AN EFFICIENT COMPRESSION ALGORITHM USING DICTIONARY-TYPE DATA TRANSFORMATION
DOI: 10.24412/2073-0667-2025-4-5-10
EDN: KUQHBT
The research was carried out within the framework of a state assignment of the Institute of Computational Mathematics and Mathematical Geophysics SB RAS (ICM&MG SB RAS) 0251-2022-0005.
References:
-
Burrows, M. A block sorting lossless data compression algorithm. M. Burrows, D. Wheeler, Technical Report 124, Digital Equipment Corporation, 1994. P. 18.
-
Ryabko B. Ya. Data compression by means of a “book stack” // Problems of Information Transmission. 1980, V. 16: (4). P. 265–269.
-
Hmelev D. V. Preobrazovanie Barrouza-Willera, massiv suffiksov i szhatie slovarei // Vse o szhatii dannyh, izobrazhenii i video. [Electron. Res.]: http://compression.ru/download/articles/ bwt/khmelev_2003_bwt.pdf.
-
K¨arkk¨ainen J., Sanders P. Simple linear work suffix array construction // In 30th International Colloquium on Automata, Languages and Programming, number 2719 in LNCS, 2003. P. 943–955.
Bibliographic reference: M.P. Bakulina. AN EFFICIENT COMPRESSION ALGORITHM USING DICTIONARY-TYPE DATA TRANSFORMATION //"Problems of informatics", 2025, № 4, pp..5-11. DOI: 10.24412/2073-0667-2025-4-5-10.
Bredikhin, N.G. Scherbakova S. V.
Institute of Computational Mathematics and Mathematical Geophysics SB RAS, 630090, Novosibirsk, Russia
COMMUNITY DETECTION IN THE MULTIPLEX NETWORK OF SCIENTIFIC JOURNAL AUTHORS
DOI: 10.24412/2073-0667-2025-4-11-24
EDN: TWNDJO
This work was carried out under state contract with ICMMG SB RAS (FWNM-2025-0005).
References
-
Barab´asi A-L., P´osfai M. Network Science. Cambridge Univ. Press. 456 p. ISBN 1107076269.
-
Radicchi F., Castellano C., Cecconi F., Loreto V., Parisi D. Defining and identifying communities in networks // PNAS. 2004. V. 101. P. 2658–2663. DOI: 10.1073/pnas.0400054101.
-
Fortunato S. Community detection in graphs // Phys. Rep. 2010. V. 486, iss. 3–5. P. 75–174. DOI: 10.1016/j.physrep.2009.11.002.
-
Distel’ R. Teoriya grafov. Novosibirsk: Izd-vo In-ta matematiki, 2002. 336 s. ISBN 5-86134-101-X.
-
Peel L., Larremore D. B., Clauset A. The ground truth about metadata and community detection in networks // Sci. Adv. 2017. V. 3, iss. 5. e1602548. DOI: 10.1126/scadv.1602548.
-
Newman M. E. J. Modularity and community structure in networks // Proc. Natl. Acad. Sci. USA. 200 V. 103. P. 8577–8582. DOI: 10.1037/pnas.0601602103.
-
Newman M. E. J., Girvan M. Finding and evaluating community structure in networks // Phys. Rev. E. 2004. V. 69. 026113. DOI: 10.1103/PhysRevE.69. 026113.
-
Magnani M., Hanteer O., Interdonato R., Rossi L., Tagarelli A. Community detection in multiplex networks // arXiv: 0911.1824. DOI: 10.48550/arXiv.1910.07646.
-
Interdonato R., Tagarelli A., Ienco D., Sallaberry A., Poncelet P. Node-centric community detection in multilayer networks with layer-coverage diversification bias // Proc. of the 8th Conf. on Complex Networks. 2017. P. 57–66. Springer Intern. Publ., 2017. DOI: 10.48550/arXiv.1704.03441.
-
Jeub L. G. S., Mahoney M. W., Mucha P. J., Porter M. A. A local perspective on community structure in multilayer networks // Network Sci. 2017. V. 5, iss. 2. P. 144–163. DOI: 48550/arXiv.1510.05185.
-
Kim J., Lee J-G. Community detection in multi-layer graphs: A survey // ACM SIGMOD Record. 2015. V. 44, iss. 3. P. 37–48. DOI: 10.1145/2854006.2854012.
-
Huang X., Chen D., Ren T., Wang D. A survey of community detection methods in multilayer networks // Data Mining and Knowledge Discovery. 2021. V. 35. P. 1–45. DOI: 10.1007/s10618-020-00716-6.
-
Mucha P. J., Richardson T., Macon K., Porter M. A., Onnela J. P. Community structure in time-dependent, multiscale, and multiplex networks // Science. 2010. V. 328, iss. 5980. P. 876–878. DOI: 10.1126/science.1184819.
-
De Domenico M., Lancichinetti A., Arenas A., Rosvall M. Identifying modular flows on multilayer networks reveals highly overlapping organization in interconnected systems // Phys. Review. 2015. X 5, 011027. DOI: 10.1103/PhysRevX.5. 011027.
-
Afsarmanesh N., Magnani M. Finding overlapping communities in multiplex networks // Proc. of the 2018 Intern. conf. on Social Informatics, 2018. DOI: 10.48550/arXiv.1602.03746.
-
Bianconi G. Multilayer networks. Structure and functions. Oxford. 2018. Online ISBN: 9780191815676.
-
Lancichinetti A., Fortunato S. Consensus clustering in complex networks // Sci. Rep. 2012. V. 2. Art. num. 336. DOI: 10.1038/srep00336.
-
Mondragon R. J., Iacovacci J., Bianconi G. Multilink communities of multiplex networks // arXiv:1706.09011. DOI: 10.48550/arXiv.1706.09011.
-
De Domenico M., Sol´e-Ribalta A., Cozzo E., Kivel¨a M., Moreno Y., Porter M. A., G´omez S., Arenas A. Mathematical formulation of multilayer networks // Phys. Rev. 2013. X 3. 041022. DOI:10.1103/PhysRevX.3.041022.
-
Bredihin S. V., Shcherbakova N. G. Vzveshennaya mul’tipleksnaya set’ avtorov nauchnogo zhurnala // Probl. inform. 2025. N 1. S. 45–59. DOI: 10.24412/2073-0667-2025-1-45-59.
-
Bredihin S. V., Shcherbakova N. G. Strukturnye svojstva mul’tipleksnoj seti avtorov nauchnogo zhurnala // Probl. inform. 2025. N 2. S. 8–18. DOI: 10.24412/2073-0667-2025-2-5-18.
-
Boccaletti S., Bianconi G., Criado R., del Genio C. I., G´omez-Garden˜es J., Romance M., Sendin˜a-Nadal I., Wang Z., Zanin M. The structure and dynamics of multilayer networks // Phys. Rep. 2014. V. 544, iss, 1. P. 1–1 DOI: 10.1016/j.physrep.2014.07.001.
-
Wagner S., Wagner D. Comparing clusterings — An overview. 2007. DOI: 10.5445/IR/1000011477. https://publikationen.bibliothek.kit.edu/1000011477.
-
Collins L. M., Dent C. W. Omega: A general formulation of the Rand index of cluster recovery suitable for non-disjoint solutions // Multivariate Behav. Res. 1988. V. 23, iss. 2. P. 231–242. DOI: 10.1207/s15327906mbr2302_6.
-
Murray G., Carenini G., Ng R. Using the omega index for evaluating abstractive community detection // Proc. of Workshop on Evaluation Metrics and System Comparison for Automatic Summarization, Montr´eal (Canada), 2012. Assoc. for Comput. Linguistics. P. 10–18.
-
Hanteer O., Rossi L. The meaning of dissimilar: An evaluation of various similarity quantification approaches used to evaluate community detection solutions // Proc. of the IEEE/ACM Intern. conf. on Advances in Social Networks Analysis and Mining, Vancouver (Canada), 2019. P. 513–518. DOI: 10.1145/3341161.3342941.
-
Berlingerio M., Coscia M., Giannotti F. Finding and characterizing communities in multidimensional networks // Intern. conf. on Advances in Social Networks Analysis and Mining (ASONAM). P. 490–494. IEEE Computer Society Washington, DC, USA, 2011. DOI: 10.1107/ASONAM.2011.104.
-
Kim J., Lee J.-G., Lim S. Differential flattening: A novel framework for community detection in multi-layer graphs // ACM Trans. on Intell. Syst. and Technol. (TIST). 2016. V. 8, iss. 2. P. 27:1–27:23. DOI: 10.1145/2898362.
-
De Domenico M., Nicosia V., Arenas A., Latora V. Structural reducibility of multilayer networks // Nature Communic. 2015. V. 6. 6864. DOI: 10.1038/ncomms7864.
-
Bianconi G. Statistical mechanics of multiplex networks: entropy and overlap // Phys. Rev. E. 2013. V. 87, iss. 6. 062806. DOI: 10.1103/PhysRevE.87.062806.
-
Pons P., Latapy M. Computing communities in large networks using random walks. 2006. arXiv: physics/0512106. DOI: 10.48550/arXiv. physics/0512106.
-
Rosvall M., Axelsson D., Bergstrom C. T. Map equation. // Eur. Phys. J. 2009. V. 178. P. 13–23. DOI: 10.1140/epjst/e2010-01179-1.
A.R. Gerb, E.E. Deviatykh*, G.A. Omarova
COMPARISON OF FIRST, SECOND AND THIRD GENERATION GRAPH REDUCTION METHODS IN CHEMICAL KINETICS MODELS
DOI: 10.24412/2073-0667-2025-4-25-37
EDN: VBFMRT
Key words: graph, reduction, chemical kinetics model, DRG, DRGEP, PFA, GPS.
References:
-
Turanyi V. Reduction of large reaction mechanisms // New J. Chemistry. 1990. V. 14. N 1 P. 795–803.
-
Tomlin A. S., Pilling M. J., Turanyi T., Merkin J. H., Brindley J. Mechanism reduction for the oscillatory oxidation of hydrogen: sensitivity and quasi-steady-state analyses // Combust. and Flame. 199 V. 91. N 2. P. 107–130.
-
Massias A., et al. An algorithm for the construction of global reduced mechanisms with CSP data // Combust. and Flame. 1999. V. 117. N 4. P. 685–708.
-
Lu T., Ju Y., Law P. K. Complex CSP for chemistry reduction and analysis // Combust. and Flame. 2001. V. 126. N 1–2. P. 1445–1455.
-
Peters N. Flame calculations with reduced mechanisms — an outline / Reduced kinetic mechanisms for applications in combustion systems. Berlin, Heidelberg: Springer Berlin Heidelberg, 1993. P. 3–14.
-
Rabitz H., Kramer M., Dacol D. Sensitivity analysis in chemical kinetics // Annual Rev. of Phys. Chem. 1983. V. 34, N 1. P. 419–461.
-
Niemeyer K. E., Sung C.-J., Raju M. P. Skeletal mechanism generation for surrogate fuels using directed relation graph with error propagation and sensitivity analysis // Combust. and Flame. 2010. V. 157, N 9. P. 1760–1770.
-
Mauersberger G. ISSA (iterative screening and structure analysis) a new reduction method and its application to the tropospheric cloud chemical mechanism RACM/CAPRAM2.4 // Atmosph. Environ. 2005. V. 39, iss. 2324. P. 4341–4350.
-
Zeuch T., Moreac G., Ahmed S., Mauss F. A comprehensive skeletal mechanism for the oxidation of n-heptane generated by chemistry-guided reduction // Combust. and Flame. 2008. V. 155. P. 651–674.
-
Pepiot-Desjardins P., Pitsch H. An automatic chemical lumping method for the reduction of large chemical kinetic mechanisms // Combust. Theory and Modell. 2008. V. 12, iss. 6. P. 1089–1108.
-
Lu T., Law C. K. A directed relation graph method for mechanism reduction // Proc. of the Combust. Institute. 2005. V. 30, iss. 1. P. 1333–1341.
-
Sun W., Chen Z., Gou X., Ju Y. A path ux analysis method for the reduction of detailed chemical kinetic mechanisms // Combustion and Flame. 2010. V. 157, N 7. P. 1298–1307.
-
Pepiot-Desjardins P., Pitsch H. An efficient error-propagation-based reduction method for large chemical kinetic mechanisms // Combust. and Flame. 2008. V. 154, N 12. P. 6781.
-
Gao X., Yang S., Sun W. A global pathway selection algorithm for the reduction of detailed chemical kinetic mechanisms // Combust. and Flame. 2016. V. 167. P. 238–247. DOI: 10.1016/j.combustame.2016.02.007.
-
Dijkstra E. W. A note on two problems in connection with graphs // Numer. Math. 1959. V. 1. P. 269–271. https://doi.org/10.1007/BF01386390.
-
Yen J. Y. Finding the k shortest loopless paths in a network // Manag. Sci. 1971. V. 17. P. 712–7
-
Gerb A. R., Deviatykh E. E., Omarova G. A. Metody grafovoi reduktcii v modeliakh himicheskoi kinetiki // Probl. inform. 2024. N 3 (64).
-
Goodwin D. G., Moffat H. K., Speth R. L. Cantera: An object-oriented software toolkit for chemical kinetics, thermodynamics, and transport processes. [Electron. Res.]: http://www.cantera. org.
-
[Electron. Res.]: https://eigen.tuxfamily.org/index.php?title=Main_Page.
-
[Electron. Res.]: https://www.boost.org/doc/libs/1_83_0/doc/html/program_options. html.
-
[Electron. Res.]: https://github.com/jbeder/yaml-cpp.
-
The CRECK Modeling Group. Detailed kinetic mechanisms. [Electron. Res.]: http:// creckmodeling.chem.polimi.it/menu-kinetics/menu-kinetics-detailed-mechanisms/.
Institute of Computational Mathematics and Mathematical Geophysics SB RAS, 630090, Novosibirsk, Russia
GENERATION OF MULTI-LEVEL REGULAR NETWORKS BASED ON THE COMPOSITION OPERATION OF MODIFIED CHORDAL GRAPHS USING LARGE LANGUAGE MODELS
DOI: 10.24412/2073-0667-2025-4-38-51
EDN: VRVDCR
References:
-
Multilevel Network Analysis for the Social Sciences: Theory, Methods and Applications. Lazega, E., Snijders, T. (eds.). // Cham, Heidelberg: Springer. 2016.
-
Kivela M., Arenas A., Barthelemy M., Gleeson J. P., Moreno Y., Porter M. Multilayer Networks // Journal of Complex Networks. 2014. N 2 (3).
-
Kalney A. M. Modeli mnogourovnevyh setej (kratkij obzor) // Problemy informatiki. 2021. N P. 5–20.
-
Kalney A. M., Rodionov A. S. Analiz nadezhnosti mnogourovnevyh setej s nenadezhnymi vershinami // Problemy informatiki. 2020. N 2. P. 5–15.
-
Hwang F. K. A survey on multi-loop networks // Theoret. Computer Science. 2003. V. 299.
-
Reyes, M. A., Dalfo, C., Fiol, M. A. Structural and Spectral Properties of Chordal Ring, Multi-Ring, and Mixed Graphs // Symmetry, 2024. 1 1135.
-
Gutierrez J., Riaz T., Pedersen J., Labeaga S., Madsen O. Degree 3 networks topological routing // Image Processing and Communication. 2009. N 14.
-
Ledzinski, D., Smigiel, S., Zabludowski, L. Analyzing methods of network topologies based on chordal rings // Turkish Journal of Electrical Engineering and Computer Sciences. 201 V. 26: N 3, Article 25.
-
Monakhova, E. A., Monakhov, O. G. Metod avtomaticheskogo poiska semejstv optimal’nyh hordal’nyh kol’cevyh setej // Diskretnyj analiz i issledovanie operacij. 2024. N 1. P. 85–108.
-
Monakhova, E. A., Monakhov, O. G., Otkrytie analiticheskih zavisimostej parametrov optimal’nyh hordal’nyh setej na osnove analiza dannyh // Problemy informatiki. 2023. N 4.
-
Ahmad M., Zahid Z., Zavaid M., and Bonyah E. Studies of Chordal Ring Networks via Double Metric Dimensions // Math. Problems in Engineering. 2022. (ArticleID 8303242).
-
Arden B. W. and Lee H. Analysis of Chordal Ring Network // IEEE Trans. on Computers. 1981. N C-30.
-
Morillo P., Comellas F., Fiol M. A. The optimization of Chordal Ring Networks // Communication Technology, Eds. Q. Yasheng and W. Xiuying. World Scientific, 1987. P. 295–299.
-
Huang, X., Ramos, A. F., Deng, Y. Optimal circulant graphs as low-latency network topologies // J. of Supercomputing. 2022. N 78. P. 13491–13510.
-
Deng Y., Guo M., Ramos A. F., Huang X., Xu Z., Liu W. Optimal low-latency network topologies for cluster performance enhancement // J. Supercomput, 2020. N 76 (12). P. 9558–9584.
-
Monakhova E. A Survey on Undirected Circulant Graphs // Discrete Mathematics, Algorithms and Applications. 2012. N 4 (1). 1250002.
-
Monakhov O., Monakhova E. A Class of Parametric Regular Networks for Multicomputer Architectures // Computacion y Sistemas. 2000. N 4. P. 85–93.
-
Karpenko A. P. Sovremennye algoritmy poiskovoj optimizacii. Algoritmy, vdohnovlennye prirodoj // Moskva: MGTU im. N. E. Baumana, 2017.
M.A. Usova, I.G. Lebedev, A.A. Shtanyuk, K.A. Barkalov
Lobachevsky State University, 603022, Nizhny Novgorod, Russia
A GLOBAL OPTIMIZATION ALGORITHM FOR TUNING HYPERPARAMETERS OF MACHINE LEARNING METHODS
DOI: 10.24412/2073-0667-2025-4-52-72
EDN: XGFNEQ
References:
-
Zhou J. , Qiu Y., Zhu S., Armaghani D. J. , Li C., Nguyen H. , Yagiz S. Optimization of support vector machine through the use of metaheuristic algorithms in forecasting TBM advance rate // Eng. Appl. Artif. Intell. 202 V. 97. P. 104015.
-
Yang W., Xia K., Fan S., Wang L., Li T., Zhang J., Feng Y. A Multi-Strategy Whale Optimization Algorithm and Its Application // Eng. Appl. Artif. Intell. 202 V. 108. P. 104558.
-
Frazier P. I. A Tutorial on Bayesian Optimization // arXiv. 2018.
-
Archetti F., Candelieri A. Bayesian Optimization and Data Science. Cham: Springer Briefs in Optimization, 2019.
-
Jones D., Martins J. The direct algorithm: 25 years later // J. Glob. Optim. 2021. V. 79, N 3. P. 521–566.
-
Paulaviсius R. and Zilinskas J. Simplicial Global Optimization. New York: Springer, 2014.
-
Paulavicius R., Sergeyev Y. D., Kvasov D. E., Zilinskas J. Globally-biased BIRECT algorithm with local accelerators for expensive global optimization // Expert Syst. Appl. 2020. V. 144. P. 113052.
-
Sergeev Ya. D., Kvasov D. E. Diagonalnye metody globalnoj optimizacii. M.: Fizmatlit, 200
-
Liberti L., Kucherenko S. Comparison of deterministic and stochastic approaches to global optimization // Int. Trans. Oper. Res. 2005. V. 12. P. 263–285.
-
Sergeyev Y. D., Kvasov D. E., Mukhametzhanov M. S. On the efficiency of nature-inspired metaheuristics in expensive global optimization with limited budget // Sci. Rep. 2018. V. 8, N 1. P. 435.
-
Stripinis L., Paulavicius R. A new DIRECT-GLh algorithm for global optimization with hidden constraints // Optim. Lett. 2021. V. 15, N 6. P. 1865–1884.
-
Audet C., Batailly A., Kojtych S. Escaping unknown discontinuous regions in blackbox optimization // SIAM J. Optim. 2022. V. 32, N 3. P. 1843–1870.
-
Candelieri A. Sequential model based optimization of partially defined functions under unknown constraints // J. Glob. Optim. 2019. V. 79, N 2. P. 281–303.
-
Barkalov K. A., Strongin R. G. Metod globalnoj optimizacii s adaptivnym poryadkom proverki ogranichenij // Zhurn. vy‘chisl. matem. i matem. fiz. 2002. T. 42, N 9. S. 1338–1350.
-
Strongin R. G., Barkalov K. A., Bevzuk S. A. Global optimization method with dual Lipschitz constant estimates for problems with non-convex constraints // Soft Comput. 2020. V. 24, N 16. P. 11853–11865.
-
Sergeyev Y. D., Strongin R. G., Lera D. Introduction to Global Optimization Exploiting Space-Filling Curves. New York: Springer Briefs in Optimization, 2013.
-
Strongin R. G., Sergeyev Y. D. Global optimization with non-convex constraints. Sequential and parallel algorithms. Dordrecht: Kluwer Academic Publishers, 2000.
-
Usova M. A., Barkalov K. A. An Algorithm for Finding the Global Extremum of a Partially Defined Function // Communications in Computer and Information Science. 2024. V. 1914. P. 147–161.
-
Barkalov K. A., et al. On solving the problem of finding kinetic parameters of catalytic isomerization of the pentane-hexane fraction using a parallel global search algorithm // Mathematics. 2022. V. 10, N P. 3665.
-
Gubaydullin I. M., Enikeeva L. V., Barkalov K. A., Lebedev I. G., Silenko D. G. Kinetic modeling of isobutane alkylation with mixed c4 olefins and sulfuric acid as a catalyst using the asynchronous global optimization algorithm // Commun. Comput. Inf. Sci. 2022. V. 1618. P. 293–306.
-
Barkalov K. A., Lebedev I. G., Gergel V. P. Parallel Global Search Algorithm with Local Tuning for Solving Mixed-Integer Global Optimization Problems // Lobachevskii Journal of Mathematics. V. 7. N 42. 20 P. 1492–1503.
-
Sysoev A. V., Kozinov E. A., Barkalov K. A., Lebedev I. G., Karchkov D. A., Rodionov D. M. Frejmvork metodov intellektualnoj evristicheskoj optimizacii iOpt // V kn.: Superkompyuternye dni v Rossii: Trudy mezhdunarodnoj konferencii. 2023. S. 179–185.
-
Ishodnyj kod frejmvorka iOpt. [Electron. Res.]: https://github.com/aimclub/iOpt (data obrasheniya: 26.01.2025).
-
Dokumentaciya iOpt. [Electron. Res.]: https://iopt.readthedocs.io/ru/latest/ (data obrasheniya: 26.01.2025).
-
Gaviano M., Kvasov D. E., Lera D., Sergeyev Y. D. Software for generation of classes of test functions with known local and global minima for global optimization // ACM Trans. Math. Softw. 2003. V. 29, N 4. P. 469–480.
-
Storn R., Price K., Differential Evolution — a Simple and Efficient Heuristic for Global Optimization over Continuous Spaces // Journal of Global Optimization. 1997. V. 11. P. 341–359.
-
Xiang Y, Gubian S, Suomela B, Hoeng J. Generalized Simulated Annealing for Efficient Global Optimization: the GenSA Package for R // The R Journal. 2013. V. 5, N 1.
-
Gablonsky J., Kelley C. A Locally-Biased form of the DIRECT Algorithm // Journal of Global Optimization. 2001. V. 21. P. 27–37.
-
Wales D. J., Doye J. P. K. Global Optimization by Basin-Hopping and the Lowest Energy Structures of Lennard-Jones Clusters Containing up to 110 Atoms // Journal of Physical Chemistry A. 1997. V. 101. P. 5111.
-
Endres S. C., Sandrock C., Focke W. W. A simplicial homology algorithm for lipschitz optimisation // Journal of Global Optimization. 2018.
-
Filippou K., Aifantis G., Papakostas G. A., Tsekouras G. E. Structure learning and hyperparameter optimization using an automated machine learning (AutoML) pipeline // Information. 2023. V. 14, N 4. P. 232.
-
Automated modeling and machine learning framework FEDOT. [Electron. Res.]: https:// github.com/aimclub/FEDOT (data obrashheniya: 25.07.2025).
-
Xu N. Time Series Analysis on Monthly Beer Production in Australia // Highlights in Science, Engineering and Technology. 2024. V. 94. P. 392–401.
-
Akiba T., Sano S., Yanase T., Ohta T., Koyama M. Optuna: A Next-Generation Hyperparameter Optimization Framework // In Proceedings: 25th ACM SIGKDD International Conference on Knowledge Discovery & Data Mining. 2019. P. 2623–2631.
Bibliographic reference: M.A. Usova, I.G. Lebedev, A.A. Shtanyuk, K.A. Barkalov. A GLOBAL OPTIMIZATION ALGORITHM FOR TUNING HYPERPARAMETERS OF MACHINE LEARNING METHODS.//"Problems of informatics", 2025, № 4, pp.52-72. DOI: 10.24412/2073-0667-2025-4-52-72 .
V.E. Malyshkin******, V.A. Perepelkin******, V.A. Spirin***
AUTOMATIC PROGRAM CONSTRUCTION WITH ACCELERATORS USAGE BASED ON THE ACTIVE KNOWLEDGE CONCEPT IN LUNA SYSTEM
DOI: 10.24412/2073-0667-2025-4-73-88
EDN: ZCPPTC
Key words: active knowledge, LuNA system, accelerator, Huawei Ascend processor, automatic program construction, high-level specification, subsystem for accelerators support.
Supported by the state assignment of ICMMG SB RAS N FWNM-2025-0005.
References:
-
Malyshkin V. E. Active Knowledge, LuNA and Literacy for Oncoming Centuries // LNCS, V. 9465. 2015. P. 292–303. DOI: 10.1007/978-3-319-25527-9_19.
-
Malyshkin V. E., Perepelkin V. A. LuNA Fragmented Programming System, Main Functions and Peculiarities of Run-Time Subsystem // Proceedings of the 11th International Conference on Parallel Computing Technologies (PaCT-2011), LNCS, 2011. V. 6873, P. 53–61. DOI: 10.1007/978-3-642-23178-0_5.
-
Malyshkin V. E., Perepelkin V. A. Postroenie baz aktivnyh znanij dlya avtomaticheskogo konstruirovaniya reshenij prikladnyh zadach na osnove sistemy LuNA // Parallel’nye vychislitel’nye tekhnologii — XVIII vserossijskaya nauchnaya konferenciya s mezhdunarodnym uchastiem, PaVT’2024, g. Chelyabinsk, 2–4 aprelya 2024 g. Korotkie stat’i i opisaniya plakatov. Chelyabinsk: Izdatel’skij centr YUUrGU, 2024. P. 57–68. DOI: 10.14529/pct2024 (In Russian).
-
Liang X. Ascend AI Processor Architecture and Programming: Principles and Applications of CANN. Elsevier, 2020. DOI: 10.1016/C2020-0-00270-7.
-
Malyshkin V., Perepelkin V., Schukin G. Scalable Distributed Data Allocation in LuNA Fragmented Programming System // The Journal of Supercomputing, 2017. V. 73, Iss. 2, Springer. P. 726–732. DOI: 10.1007/s11227-016-1781-0.
-
Malyshkin V. E., Perepelkin V. A., Schukin G. A. Distributed Algorithm for Data Allocation in Luna Fragmented Programming System // “Problems of informatics”. 2017, N 1. P. 74–88.
-
Using Operator Samples [Electron. Res.]: https://www.hiascend.com/document/detail/zh/ CANNCommunityEdition/82RC1alpha001/opdevg/tbeaicpudevg/atlasopdev_10_0025.html.
-
AscendCL architecture and basic concepts [Electron. Res.]: https://www.hiascend.com/ document/detail/zh/CANNCommunityEdition/82RC1alpha001/appdevg/aclcppdevg/aclcppdevg_ 000004.html.
-
Spirin V. A. Razrabotka algoritmov avtomatizacii primeneniya NPU v sisteme LuNA// Parallel’nye vychislitel’nye tekhnologii — XVIII vserossijskaya nauchnaya konferenciya s mezhdunarodnym uchastiem, PaVT’2024, g. Chelyabinsk, 2–4 aprelya 2024 g. Korotkie stat’i i opisaniya plakatov. Chelyabinsk: Izdatel’skij centr YUUrGU, 2024. P. 165–176. DOI: 10.14529/pct2024 (In Russian).
-
Khairetdinov M. S. Algoritmy potochnoj svertki v zadachah aktivnogo vibrosejsmoakusticheskogo monitoringa / M. S. Khairetdinov, G. M. Voskobojnikova, G. S. Seduhina// Geosibir’, 2017 (In Russian).
-
Laboratoriya iskusstvennogo intellekta i informacionnyh tehnologiy (In Russian) [Electron. Res.]: https://icmmg.nsc.ru/ru/content/pages/laboratoriya-iskusstvennogo-intellekta-i-informacionnyh-tehnologiy.
-
Chen L. Deep learning and practice with mindspore. Springer Nature, 2021. DOI: 10.1007/978-981-16-2233-5.
-
Feng W., Maghareh R., Wang K. T. A. Extending DPC++ with Support for Huawei Ascend AI Chipset // International Workshop on OpenCL. 2021. P. 1–4. DOI: 10.1145/3456669.3456684.
-
Gu R., Becchi M. A comparative study of parallel programming frameworks for distributed GPU applications // Proceedings of the 16th ACM International Conference on Computing Frontiers. 2019. P. 268–273. DOI: 10.1145/3310273.3323071.
-
Robson M. P., Buch R., Kale L. V. Runtime coordinated heterogeneous tasks in Charm++ // 2016 Second International Workshop on Extreme Scale Programming Models and Middlewar (ESPM2). IEEE, 2016. P. 40–43. DOI: 10.1109/ESPM2.2016.011.
-
Bauer M. et al. Legion: Expressing locality and independence with logical regions // SC’12: Proceedings of the International Conference on High Performance Computing, Networking, Storage and Analysis. IEEE, 2012. P. 1–11. DOI: 10.1109/SC.2012.71.
-
Augonnet C. et al. StarPU: a unified platform for task scheduling on heterogeneous multicore architectures // Euro-Par 2009 Parallel Processing: 15th International Euro-Par Conference, Delft, The Netherlands, August 25–28, 2009. Proceedings 15. Springer Berlin Heidelberg, 2009. P. 863–874. DOI: 10.1007/978-3-642-03869-3_80.
-
Ayguad´e E. et al. An extension of the StarSs programming model for platforms with multiple GPUs // Euro-Par 2009 Parallel Processing: 15th International Euro-Par Conference, Delft, The Netherlands, August 25–28, 2009. Proceedings 15. Springer Berlin Heidelberg, 2009. P. 851–862. DOI: 10.1007/978-3-642-03869-3_79.
Bibliographic reference: V.E. Malyshkin, V.A. Perepelkin, V.A. Spirin. AUTOMATIC PROGRAM CONSTRUCTION WITH ACCELERATORS USAGE BASED ON THE ACTIVE KNOWLEDGE CONCEPT IN LUNA SYSTEM //"Problems of informatics", 2025, № 4, pp.73-88. DOI: 10.24412/2073-0667-2025-4-73-88 .