Data Set (Comparison of Distance to Minkowsky)

In this post, I will give an example of calculating distance comparisons using the Minkowsky distance.

I have 3 pieces of data.

This data consists of X data, Y data and Z data.

Data X consists of = 5, 0, 2, 7, 0

Data Y consists of = 1, 7, 0, 2, 3

Data Z consists of = 1, 4, 4, 3, 1

r = 3

From the data above, we will look for a comparison of the distance between Data X to Data Y, Data Y to Data Z and Data Z to Data X

Distance of Data X to Data Y

So, the distance from Data X to Data Y is 0.33333

Distance of Data Y to Data Z

So, the Distance of Data Y to Data Z is 0

Distance of Data Z to Data X

So, the Distance of Data Z to Data X is -0.33333

From the results of the three distances found as follows:

From the data above, the distance obtained from Data Y to Data Z is the closest distance with a value of -0.33333

Notes :

• It should be remembered that the distance has no negative results, because here there are negatives due to data errors.

Alamat IPv4

    Alamat IPv4 memiliki ukuran 32 bit, yang membatasi ruang alamat menjadi 4294967296 (2³²) alamat. Dari jumlah ini, beberapa alamat dicadangkan untuk keperluan khusus seperti jaringan pribadi (~ 18 juta alamat) dan pengalamatan multicast (~ 270 juta alamat).

    Alamat IPv4 biasanya direpresentasikan dalam notasi dot-desimal, yang terdiri dari empat angka desimal, masing-masing berkisar dari 0 hingga 255, dipisahkan oleh titik, mis.,172.16.254.1. Setiap bagian mewakili sekelompok 8 bit (satu oktet) dari alamat. Alamat IPv4 dapat disajikan dalam berbagai representasi heksadesimal, oktal, atau biner.