interpolation

Resize an image with bilinear interpolation without imresize

孤街浪徒 提交于 2019-11-26 19:54:22
I've found some methods to enlarge an image but there is no solution to shrink an image. I'm currently using the nearest neighbor method. How could I do this with bilinear interpolation without using the imresize function in MATLAB? In your comments, you mentioned you wanted to resize an image using bilinear interpolation. Bear in mind that the bilinear interpolation algorithm is size independent. You can very well use the same algorithm for enlarging an image as well as shrinking an image. The right scale factors to sample the pixel locations are dependent on the output dimensions you specify

How to perform bilinear interpolation in Python

人走茶凉 提交于 2019-11-26 19:52:07
问题 I would like to perform blinear interpolation using python. Example gps point for which I want to interpolate height is: B = 54.4786674627 L = 17.0470721369 using four adjacent points with known coordinates and height values: n = [(54.5, 17.041667, 31.993), (54.5, 17.083333, 31.911), (54.458333, 17.041667, 31.945), (54.458333, 17.083333, 31.866)] z01 z11 z z00 z10 and here's my primitive attempt: import math z00 = n[0][2] z01 = n[1][2] z10 = n[2][2] z11 = n[3][2] c = 0.016667 #grid spacing x0

Filling gaps in a numpy array

允我心安 提交于 2019-11-26 19:46:37
问题 I just want to interpolate, in the simplest possible terms, a 3D dataset. Linear interpolation, nearest neighbour, all that would suffice (this is to start off some algorithm, so no accurate estimate is required). In new scipy versions, things like griddata would be useful, but currently I only have scipy 0.8. So I have a "cube" ( data[:,:,:] , (NixNjxNk)) array, and an array of flags ( flags[:,:,:,] , True or False ) of the same size. I want to interpolate my data for the elements of data

Interpolating between rotation matrices

落爺英雄遲暮 提交于 2019-11-26 19:06:39
I have 2 rotation matrices (lets call them A and B) where: A = 1 0 0 0 0 -1 0 1 0 and B = -1 0 0 0 0 -1 0 -1 0 This is basically just a rotation where the camera spins around to look behind itself. Obviously I can't just interpolate the values in the matrices directly because it looks weird. I have tried converting the matrices to Euler angles which yields 2 sets of X,Y,Z angles and trying to determine which angles to use based on the minimum distance between each component of the X,Y,Z angle. That definitely results in the kind of rotation I want but I can't think of a decent way to determine

Image rotation by Matlab without using imrotate

一曲冷凌霜 提交于 2019-11-26 18:50:53
I am trying to rotate an image with Matlab without using imrotate function. I actually made it by using transformation matrix.But it is not good enough.The problem is, the rotated image is "sliding".Let me tell you with pictures. This is my image which I want to rotate: But when I rotate it ,for example 45 degrees, it becomes this: I am asking why this is happening.Here is my code,is there any mathematical or programming mistakes about it? image=torso; %image padding [Rows, Cols] = size(image); Diagonal = sqrt(Rows^2 + Cols^2); RowPad = ceil(Diagonal - Rows) + 2; ColPad = ceil(Diagonal - Cols)

scipy interp2d/bisplrep unexpected output when given 1D input

为君一笑 提交于 2019-11-26 18:37:34
问题 I've been having invalid input errors when working with scipy interp2d function. It turns out the problem comes from the bisplrep function, as showed here: import numpy as np from scipy import interpolate # Case 1 x = np.linspace(0,1) y = np.zeros_like(x) z = np.ones_like(x) tck = interpolate.bisplrep(x,y,z) # or interp2d Returns: ValueError: Invalid inputs It turned out the test data I was giving interp2d contained only one distinct value for the 2nd axis, as in the test sample above. The

Inverse Distance Weighted (IDW) Interpolation with Python

馋奶兔 提交于 2019-11-26 18:26:13
The Question: What is the best way to calculate inverse distance weighted (IDW) interpolation in Python, for point locations? Some Background: Currently I'm using RPy2 to interface with R and its gstat module. Unfortunately, the gstat module conflicts with arcgisscripting which I got around by running RPy2 based analysis in a separate process. Even if this issue is resolved in a recent/future release, and efficiency can be improved, I'd still like to remove my dependency on installing R. The gstat website does provide a stand alone executable, which is easier to package with my python script,

imresize - trying to understand the bicubic interpolation

陌路散爱 提交于 2019-11-26 18:23:08
问题 I'm trying to understand the function: function [weights, indices] = contributions(in_length, out_length, ... scale, kernel, ... kernel_width, antialiasing) if (scale < 1) && (antialiasing) % Use a modified kernel to simultaneously interpolate and % antialias. h = @(x) scale * kernel(scale * x); kernel_width = kernel_width / scale; else % No antialiasing; use unmodified kernel. h = kernel; end I don't really understand what does this line means h = @(x) scale * kernel(scale * x); my scale is

Math - mapping numbers

大城市里の小女人 提交于 2019-11-26 17:54:57
问题 How do I map numbers, linearly, between a and b to go between c and d. That is, I want numbers between 2 and 6 to map to numbers between 10 and 20... but I need the generalized case. My brain is fried. 回答1: If your number X falls between A and B, and you would like Y to fall between C and D, you can apply the following linear transform: Y = (X-A)/(B-A) * (D-C) + C That should give you what you want, although your question is a little ambiguous, since you could also map the interval in the

Color Interpolation Between 3 Colors in .NET

天大地大妈咪最大 提交于 2019-11-26 17:48:50
问题 I would like to smoothly interpolate color from Color A (let's call it red) to Color C (let's call it green) going through color B (let's call it yellow), based on the value of a certain variable. If the variable = 100, I want pure green. If the variable = 50, I want pure yellow. If the variable = 0, I want pure red. I understand you can treat each RGB triplet as a coordinate in 3-dimensional space. What I'm looking for is a quick-and-dirty linear interpolation trick that works cleanly with