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Essential proteins identification method based on four-order distances and subcellular localization information |
Pengli Lu(卢鹏丽)1,†, Yu Zhong(钟雨)1,2,‡, and Peishi Yang(杨培实)1 |
1 School of Computer and Communication, Lanzhou University of Technology, Lanzhou 730050, China; 2 School of Tianmen Vocational College, Tianmen 431700, China |
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Abstract Essential proteins are inseparable in cell growth and survival. The study of essential proteins is important for understanding cellular functions and biological mechanisms. Therefore, various computable methods have been proposed to identify essential proteins. Unfortunately, most methods based on network topology only consider the interactions between a protein and its neighboring proteins, and not the interactions with its higher-order distance proteins. In this paper, we propose the DSEP algorithm in which we integrated network topology properties and subcellular localization information in protein—protein interaction (PPI) networks based on four-order distances, and then used random walks to identify the essential proteins. We also propose a method to calculate the finite-order distance of the network, which can greatly reduce the time complexity of our algorithm. We conducted a comprehensive comparison of the DSEP algorithm with 11 existing classical algorithms to identify essential proteins with multiple evaluation methods. The results show that DSEP is superior to these 11 methods.
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Received: 01 February 2023
Revised: 28 April 2023
Accepted manuscript online: 23 May 2023
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PACS:
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89.75.-k
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(Complex systems)
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87.23.Cc
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(Population dynamics and ecological pattern formation)
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87.23.Ge
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(Dynamics of social systems)
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Fund: Project supported by the Gansu Province Industrial Support Plan (Grant No. 2023CYZC-25), the Natural Science Foundation of Gansu Province (Grant No. 23JRRA770), and the National Natural Science Foundation of China (Grant No. 62162040). |
Corresponding Authors:
Pengli Lu, Yu Zhong
E-mail: lupengli88@163.com;13026326063@163.com
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Cite this article:
Pengli Lu(卢鹏丽), Yu Zhong(钟雨), and Peishi Yang(杨培实) Essential proteins identification method based on four-order distances and subcellular localization information 2024 Chin. Phys. B 33 018903
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[1] Acencio M L and Lemke N 2009 BMC. Bio. 10 290 [2] Giaever G, Chu A M, Ni L, et al. 2002 Nature 418 387 [3] Roemer T, Jiang B, Davison J, et al. 2003 Mole. Micr. 50 167 [4] Cullen L M and Arndt G M 2005 Immu. Cell. Bio. 83 217 [5] Freeman L C 1978 Soc. Net. 1 215 [6] Joy M P, Brock A, Ingber D E, et al. 2005 J. Bio. Biot. 2005 96 [7] Bonacich P 1987 Am. J. Soc. 92 1170 [8] Wuchty S and Stadler P F 2003 J. Theo. Bio. 223 45 [9] Estrada E and Rodriguez-Velazquez J A 2005 Phy. Rev. E 71 056103 [10] Li M, Wang J, Chen X, et al. 2011 Comp. Bio. Chem. 35 143 [11] Wang J X, Li M, Wang H, et al. 2012 IEEE ACM. TCBB. 9 1070 [12] Hsing M, Byler K G and Cherkasov A 2008 BMC. Sym. Bio. 2 80 [13] Peng X Q, Wang J X, Wang J, et al. 2015 PloS One 10 e0130743 [14] Li M, Zhang H, Wang J, et al. 2012 BMC Sys. Bio. 6 15 [15] Xiao Q, Wang J, Peng X, et al. 2015 BMC Geno. 16 S1 [16] Li M, Lu Y, Niu Z, et al. 2015 IEEE ACM. TCBB. 14 370 [17] Shen L, Zhang J, Wang F, et al. 2022 Genes 13 173 [18] Tang X W, Wang J X, Zhong J C, et al. 2013 IEEE ACM. TCBB. 11 407 [19] Lu P L and Yu J J 2020 Inter. J. Mode. Phy. B 34 2050090 [20] Lei X, Yang X and Fujita H 2019 Know. Bas. Sys. 167 53 [21] Zhou Y, Wu C and Tan L 2021 Physica A 570 125783 [22] Park H, Jung J and Kang U 2017 2017 IEEE International Conference on Big Data (Big Data) pp. 756-765 [23] Jung J, Jin W, Sael L, et al. 2016 2016 IEEE 16th International Conference on Data Mining (ICDM) pp. 973-978 [24] Bahadori S, Moradi P and Zare H 2021 Appl. Inte. 51 3561 [25] Bestehorn M, Riascos A P, Michelitsch T M, et al. 2021 Cont. Mech. Ther. 33 1207 [26] Biggs N, Biggs N L and Norman B 1993 Algebraic graph theory, 2nd (Cambridge:Cambridge university press) pp. 9-10 [27] Ahmed N M, Chen L, Li B, et al. 2021 Soft. Comp. 25 8883 [28] Stark C, Breitkreutz B J, Chatr-Aryamontri A, et al. 2011 Nucl. Aci. Res. 39 D698 [29] Yu H, Greenbaum D, Lu H X, et al. 2004 TRENDS. Gene. 20 227 [30] Mewes H W, Frishman D, Mayer K F X, et al. 2006 Nucl. Aci. Res. 34 D169 [31] Cherry J M, Adler C, Ball C, et al. 1998 Nucl. Aci. Res. 26 73 [32] Zhang R and Lin Y 2009 Nucl. Aci. Res. 37 D455 [33] Winzeler E A, Shoemaker D D, Astromoff A, et al. 1999 Science 258 901 [34] Binder J X, Pletscher-Frankild S, Tsafou K, et al. 2014 Database bau012 |
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