how to find euclidean distance between one vector and many other vectors

5 次查看(过去 30 天)
Hi
I like to calculate Euclidean distance between my first matrix, which contains from one vector, and many other matrices which have similar dimensions ( row vectors ) and determine the smallest distance, and which matrix has it.
Example:
if I have D = [ 1 2 4]
and I1 = [3 5 5 ] , I2 = [ 5 7 8 ], I3 = [ 9 8 7 ] , I4 = [ 1 2 3 ]
so after calculating the Euclidean distance between D AND I1,I2,I3 and I4 the smallest distance will be between D and I4. D as reference
How can I do that????
Thank you

采纳的回答

Image Analyst
Image Analyst 2017-4-22
编辑:Image Analyst 2019-10-2
Try pdist2() if you have the Statistics and Machine Learning Toolbox
D = [ 1 2 4]
I1 = [3 5 5 ]
I2 = [5 7 8 ]
I3 = [9 8 7 ]
I4 = [1 2 3 ]
IAll = [I1;I2;I3;I4]
distances = pdist2(D, IAll)
[minDistance, indexOfMinDistance] = min(distances)
You'll see:
D =
1 2 4
I1 =
3 5 5
I2 =
5 7 8
I3 =
9 8 7
I4 =
1 2 3
IAll =
3 5 5
5 7 8
9 8 7
1 2 3
distances =
3.74165738677394 7.54983443527075 10.4403065089106 1
minDistance =
1
indexOfMinDistance =
4
indexOfMinDistance will be 4, and since I put I4 into row 4, I4 has the closest distance to D.
  2 个评论
NISHANT GUPTA
NISHANT GUPTA 2019-10-1
编辑:NISHANT GUPTA 2019-10-1
Hello Image Analyst you are a saviour i was initially thinking that i need to code this
I have data set of about 9000 points in 103 cell arrays and need to find this for each point in one array to another array and map the index for each point
Thanks

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更多回答(1 个)

KSSV
KSSV 2017-4-22
doc pdist

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