Seminar Nasional Sistem Informasi (SENASIF) Fakultas Teknologi Informasi Universitas Merdeka Malang
PERBANDINGAN PENGARUH PENGGUNAAN EUCLIDIAN, MANHATTAN, DAN CHEBYCHEV TERHADAP TINGKAT AKURASI KLASIFIKASI
Senasif
PDF (Bahasa Indonesia)

Keywords

classification, K-Nearest Neighbor, metric of distance, Manhattan

How to Cite

Basid, P., & Sari, N. (2017). PERBANDINGAN PENGARUH PENGGUNAAN EUCLIDIAN, MANHATTAN, DAN CHEBYCHEV TERHADAP TINGKAT AKURASI KLASIFIKASI. Seminar Nasional Sistem Informasi (SENASIF), 1(1), 565 - 569. Retrieved from https://jurnalfti.unmer.ac.id/index.php/senasif/article/view/69

Abstract

The necessary for a classification system is needed to help facilitate human task. Classification is
to predict an object from a class that has no class. Many scientists are beginning to introduce
algorithms for classification, such as Artificial Neural Network, Support Vector Machine, KNearest

Neighbor,etc. This method is very simple, based on the closest distance between learning
data and objects. This distance is used as the value of similarity or closeness between the testing
data. Problems will appear we wrong to choose the metric of distance in a case that we will
classify.. The result is a decrease in the accuracy of our classification. In this study it can be
concluded that there are many alternative distance metrics that can be used in classification using
K-Nearest Neighbor algorithm. Changes in the use of standard distance metrics provide significant
changes in accuracy. From the above experiments also the authors can conclude that Manhattan's
distance metrics have better accuracy compared to other distance metrics in the case studies of
Breast Cancer.

PDF (Bahasa Indonesia)

References

F. Gu, O. Liu, and X. Wang, “Semi-
supervised weighted distance metric
learning for kNN classification,”
2010 Int. Conf. Comput.
Mechatronics, Control Electron.
Eng., pp. 406–409, 2010.
J. Han and K. Michelline, Data Mining:
Concepts And Techniques, 2nd ed.
San Francisco: Elsevier Inc., 2006.
M. Jirina and M. Jirina.Jr, “Classifiers Based
on Inverted Distances,” in New
Fundamental Technologies in Data
Mining, K. Funatsu, Ed. InTech,
2011, p. 369