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Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği

Yıl 2024, Cilt: 5 Sayı: 2, 148 - 162
https://doi.org/10.53525/jster.1573661

Öz

Hücresel olaylar, proteinlerin eylemleri sonucunda gerçekleşir. Amino asitlerin farklı dizilimleri farklı protein yapılarının oluşmasına neden olur. Yapılarına göre hücresel olaylardaki aktiviteleri de değişiklik gösterir. Bu nedenle protein dizilerinin yapısal veya işlevsel olarak sınıflandırılması hücresel olaylardaki rolleri hakkında bilgi edinmek için oldukça değerlidir. Büyüme faktörleri; hücreler üzerinde çoğalma, farklılaşma, onarım ve bakım gibi birçok süreçte yer alan proteinlerdir. Büyüme faktörlerinin in vivo çalışmaları kısa yarı ömre, zayıf bir dayanıklılığa yol açar. Biyoenformatik alanı temelinde literatürde NGF ve BDNF’nin sınıflandırılmasıyla ilgili herhangi bir çalışma bulunmamaktadır Büyüme faktörlerinin biyoenformatik alanında incelenmesi düşük maliyetle, daha hızlı sonuçlara ulaşılmasını sağlayabilir. Nörotrofinler; sinir hücrelerinin büyümesi, çoğalması, farklılaşması ve fonksiyonları üzerinde etkili olan büyüme faktörü ailelerinden biridir. Çalışmalar, her ne kadar nörotrofin ailesinin üyeleri olan NGF ve BDNF’ye dair bilgiler sunsa da hücresel ve moleküler işlevlerinin hala iyi anlaşılmadığını da göstermektedir. Biyoenformatik alanında yaygın olarak kullanılan k-En Yakın Komşuluk (KNN) algoritmasının performansı önemli ölçüde kullanılan mesafeye bağlıdır. Bulanık KNN (FKNN) algoritması için de mesafe ölçümleri, bulanıklık derecesini hesaplamak için önemlidir. Çalışmamızda, ortak bir atadan gelen ve çok benzer yüksek dereceli protein yapısına sahip olan NGF ve BDNF’nin, ayrıca NT-3’ün bulanık sınıflandırılması yapılmaktadır. Ayrıca çalışmada, FKNN algoritmasında test verisi ile eğitim verileri arasındaki mesafeyi ölçmek için protein sekanslarının Lempel-Ziv karmaşıklık değerlerine dayalı mesafe ölçümünün kullanılması önerilmektedir. Uniprot veri tabanından alınan verilerle birlikte FKNN algoritmasında Lempel-Ziv uzaklığı kullanıldığında K komşu sayısının 12 olması karşılığında, sınıflandırma performansı %83 olarak elde edilmiştir. Öklid Uzaklığı kullanıldığında elde edilen en yüksek sınıflandırma performansı ise %75’tir. Maksimum doğruluk oranını elde ettiğimiz noktada Öklid uzaklığını kullandığımızda algoritmamızın çalışma süresi 0.0054 ms iken Lempel-Ziv uzaklığı kullandığımızda 0.0038 ms’dir. Literatürde NGF ve BDNF’nin sınıflandırılmasıyla ilgili herhangi bir çalışma bulunmaması sebebiyle, elde edilen bulgular, makine öğrenmesi tekniklerinin nörotrofinlerin sınıflandırılmasında ilk kez uygulanması açısından bir yenilik sunmaktadır.

Kaynakça

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The Impact of Lempel-Ziv Distance Metric in Fuzzy K-Nearest Neighbor Algorithm: A Case Study on Classification of Growth Factors

Yıl 2024, Cilt: 5 Sayı: 2, 148 - 162
https://doi.org/10.53525/jster.1573661

Öz

Cellular events occur as a result of the actions of proteins. Different sequences of amino acids cause different protein structures. Their activities in cellular events also vary according to their structures. Therefore, structural or functional classification of protein sequences is very valuable for obtaining information about their role in cellular events. Growth factors that are proteins involved in many processes such as proliferation, differentiation, repair and maintenance on cells. In vivo studies of growth factors lead to short half-life, poor stability. Examination of growth factors in the field of bioinformatics can provide faster results at low cost. Neurotrophins are the one of the growth factor families that affect the growth, proliferation, differentiation and functions of nerve cells. Although studies provide information about NGF and BDNF, members of the neurotrophin family, they also show that their cellular and molecular functions are still not well understood. The performance of the k-nearest neighbor (KNN) algorithm, which is widely used in the field of bioinformatics, is significantly dependent on the distance used. For the fuzzy KNN algorithm (FKNN), distance measurements are important for calculating the degree of turbidity. In our study, fuzzy classification of NGF and BDNF, which comes from a common ancestor and has very similar high-grade protein structure, as well as NT-3 is made. In addition, in the study, it is recommended to use distance measurement based on Lempel-Ziv complexity values of protein sequences to measure the distance between test data and training data in FKNN algorithm. When the Lempel-Ziv distance was used in the FKNN algorithm with data from the Uniprot database, the classification performance was obtained as 83%, given that the number of K neighbors was 12. The highest classification performance achieved when Euclidean Distance is used is 75%. At the point where we obtain the maximum accuracy rate, the running time of our algorithm is 0.0054 ms when we use the Euclidean distance, while it is 0.0038 ms when we use the Lempel-Ziv distance. Since there is no study on the classification of NGF and BDNF in the literature, the findings provide an innovation in terms of the first application of machine learning techniques in the classification of neurotrophins.

Kaynakça

  • [1] “Protein structure”, nature.com, 2014. [Online]. Available: https://www.nature.com/scitable/topicpage/protein-structure-14122136/. [Accessed: 6 June 2022].
  • [2] K. Ahern, I. Rahagopal, T. Tan, “2.3: Structure & fuction- proteins I”, bio.libretext.org, Mar. 7, 2022. [Online]. Available: https://bio.libretexts.org/Bookshelves/Biochemistry/Book%3A_Biochemistry_Free_For_All_(Ahern_Rajagopal_and_Tan)/02%3A_Structure_and_Function/203%3A_Structure__Function-_Proteins_I [Accessed: June. 6, 2022]
  • [3] J. Maillo, J. Luengo, S. Garcia, F. Herrera, I. Triguero, “Exact fuzzy k-nearest neighbor classification for big datasets”, 2017 IEEE International Conference on Fuzzy Systems (FUZ-IEEE), July 09-12, 2017, Naples, Italy [Online]. Available: IEEE Xplore, https://ieeexplore.ieee.org/document/8015686/authors#authors, [Accessed: 12 June 2022]
  • [4] James M. Keller, Michael R. Gray, James A. Givens, “A fuzzy k-nearest neighbor algorithm”, IEEE Transactions on Systems, Man, and Cybernetics, vol: SMC-15, issue:4, pp. 580-585, July-Aug 1985, Doi: 10.1109/TSMC.1985.6313426. [Accessed: 15 June 2022]
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  • [6] JY. Chang, JJ. Shyu, YX. Shi (2008). “Fuzzy k-nearest neighbor classifier to predict protein solvent accessibility” Ishikawa, M., Doya, K. Miyamoto, H., Yamakawa, T., Neural Information Processing. ICONIP 2007, vol 4985, pp. 837-845, Springer, Berlin, Heidelberg. [Online]. Doi: https://doi.org/10.1007/978-3-540-69162-4_87. [Accessed: 28 June 2022]
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  • [29] T. Weissman, “Chapter 1. Lempel-Ziv compression”, web.stanford.edu, [Online]. Available: https://web.stanford.edu/class/ee376a/files/EE376C_lecture_LZ.pdf. [Accessed: 10 July 2022]
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  • [32] G. Sharma, “Analysis of Huffman Coding and Lempel-Ziv-Welch (LZW) coding as data compression techniques”, International Journal of Scientific Research in Computer Science and Engineering, vol. 8, issue 1, pp. 37-44, Feb 2020. [Accessed: 12 July 2022]
  • [33] YT. Tan, BA. Rosdi, “FPGA-based hardware accelerator for the prediction of protein secondary class via fuzzy K-nearest neighbors with Lempel-Ziv complexity-based distance measure”, Neurocomputing, vol. 148, pp. 409-419, January 2015, Doi: 10.1016/j.neucom.2014.06.001. [Accessed: 5 July 2022]
  • [34] HB. Shen, J. Yang, KC. Chou, “Fuzzy KNN for predicting membrane protein types from pseudo-amino acid composition”, Journal of Theoretical Biology, 240, 9-13, June 2006, Doi: 10.1016/j.jtbi.2005.08.016. [Accessed: 20 July 2022]
  • [35] Z. Bian, CM. Vong, PK. Wong, S. Wang, “Fuzzy KNN method with adaptive nearest neighbors”, IEEE Transactions on Cybernetics, vol. 52, no. 6, pp. 5380-5393, June 2022, Doi:10.1109/TCYB.2020.3031610. [Accessed: 20 July 2022]
  • [36] LA. Zadeh, “Fuzzy sets”, Information and Control, vol. 8, issue 3, pp. 338-353, 1965, Doi: 10.1016/S0019-9958(65)90241-X. [Accessed 20 July 2022]
  • [37] KC. Chou, CT. Zhang, “Review: prediction of protein structural classes”, Critical Reviews in Biochemistry and Molecular Biolog, 30, 275–349, 1995. [Accessed 25 November 2024]
  • [38] S. Sinharay, “Jackknife Methods”, International Encyclopedia of Education (Third Edition), 229-231, 2010. [Accessed 25 November 2024]
  • [39] R. Bondugula, O. Duzlevski, D. Xu, “Profiles and fuzzy k-nearest neighbor algorithm for protein secondary structure prediction”, In Proceedings of the 3rd Asia-Pacific Bioinformatics Conference pp. 85-94, 2005
  • [40] G. Mirceva, A. Naumoski, A. Kulakov, “Classification of protein structures by using fuzzy KNN classifier and protein voxel-based descriptor”, Mathematical Modeling, 2(3), 116-118, 2018.
Toplam 40 adet kaynakça vardır.

Ayrıntılar

Birincil Dil Türkçe
Konular Yazılım Mühendisliği (Diğer)
Bölüm Araştırma Makaleleri
Yazarlar

Berk Tolga Çifci 0000-0001-9779-270X

Ramazan Kabadayı 0000-0002-5114-291X

Çağın Kandemir Çavaş 0000-0003-2241-3546

Yayımlanma Tarihi
Gönderilme Tarihi 25 Ekim 2024
Kabul Tarihi 25 Kasım 2024
Yayımlandığı Sayı Yıl 2024 Cilt: 5 Sayı: 2

Kaynak Göster

APA Çifci, B. T., Kabadayı, R., & Kandemir Çavaş, Ç. (t.y.). Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği. Journal of Science, Technology and Engineering Research, 5(2), 148-162. https://doi.org/10.53525/jster.1573661
AMA Çifci BT, Kabadayı R, Kandemir Çavaş Ç. Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği. JSTER. 5(2):148-162. doi:10.53525/jster.1573661
Chicago Çifci, Berk Tolga, Ramazan Kabadayı, ve Çağın Kandemir Çavaş. “Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği”. Journal of Science, Technology and Engineering Research 5, sy. 2 t.y.: 148-62. https://doi.org/10.53525/jster.1573661.
EndNote Çifci BT, Kabadayı R, Kandemir Çavaş Ç Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği. Journal of Science, Technology and Engineering Research 5 2 148–162.
IEEE B. T. Çifci, R. Kabadayı, ve Ç. Kandemir Çavaş, “Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği”, JSTER, c. 5, sy. 2, ss. 148–162, doi: 10.53525/jster.1573661.
ISNAD Çifci, Berk Tolga vd. “Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği”. Journal of Science, Technology and Engineering Research 5/2 (t.y.), 148-162. https://doi.org/10.53525/jster.1573661.
JAMA Çifci BT, Kabadayı R, Kandemir Çavaş Ç. Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği. JSTER.;5:148–162.
MLA Çifci, Berk Tolga vd. “Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği”. Journal of Science, Technology and Engineering Research, c. 5, sy. 2, ss. 148-62, doi:10.53525/jster.1573661.
Vancouver Çifci BT, Kabadayı R, Kandemir Çavaş Ç. Bulanık K-En Yakın Komşuluk Algoritmasında Lempel-Ziv Mesafe Ölçütünün Etkisi: Büyüme Faktörlerinin Sınıflandırılması Örneği. JSTER. 5(2):148-62.
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