Implemented in MATLAB v126.96.36.1997, produced from text 'Emerging Topics in
Computer Vision' by Gerard Medioni. See demo.m to get started with using
the framework. Please contact firstname.lastname@example.org for bugs.
* Line 70 in create_stick_tensorfield is not part of Medioini's description of the tensor stick field, however it was added to make the tensor field the same as the diagrams in Medioni's text. To get the original field described by Medioni's text remove this line.
Only one operation is included for feature extraction (calc_ortho_extreme). Please contact email@example.com if you have other feature extraction methods which you wish to include in the frameowrk.
Hi everyone. I'm new in tensor voting and I've been struggling to understand. So far I cope well, but I do not understand yet how to go from a ".jpg" or other format to ". edge". I'll be very grateful if someone could explain it to me. Thanks
confused about how to decompose the result matrix T
Please help me ,How to create *.edge from image file(gif,jpeg,bmp) thanks for help
Your code is help me a lot to understand TV.While I'm reading the book you referenced --Topics in Computer Vision,I'm confused by a question: it mentioned an equation 5.4,is about to say "the first order voting field for a unit stick voter aligned with the z-axis": SFO(d, θ) = DF(s,κ,σ)[−cos2θ)
,but how does ti reflected in your code?
Could you help me?
In read_dot_edge_file.m file the edge input is converted to tensor value using the following codes. My question is what is the theory behind this. CAN ANYBODY HELP???
h = max(buf(:,1));
w = max(buf(:,2));
T = zeros(h,w,2,2);
x = cos(buf(i,3)*pi/180 + 90*pi/180);
y = sin(buf(i,3)*pi/180 + 90*pi/180);
T(h+1-buf(i,1),buf(i,2),1,1) = x^2;
T(h+1-buf(i,1),buf(i,2),1,2) = x*y;
T(h+1-buf(i,1),buf(i,2),2,1) = x*y;
T(h+1-buf(i,1),buf(i,2),2,2) = y^2;
In your convert_tensor_ev function, you have determine eigenvalues and eigenvectors using these commands:
t = (K11+K22)/2;
a = K11 - t;
b = K12;
ab2 = sqrt(a.^2+b.^2);
o3 = ab2 + t;
o4 = -ab2 + t;
theta = atan2( ab2-a, b );
where does the maths that underlies these commands come from?. I typed the following into Wolfram Alpha:
and I get different answers for the eigenvalues and eigenvectors.
Any help would be appreciated.
Hi, I am not able to understand the concept how an image is converted into Tensor. Can anybody please explain me.
Cool work. Thanks for sharing
can anyone tell me what the .edge files contain?
You're right the example code that reads in the edge files is wrong, however these were just used for examples.
The actual tensor voting code is correct however. Let me know if you notice any problems, feel free to contact me (firstname.lastname@example.org).
To Trevor Linton
The sparse voting procedure is NOT correct. It should be processed according to the type of each input tokens, not just a stick voting or ball voting. That is, if an input token is a ball, a ball voting field is used; otherwise, a stick voting field is used. As I know, some applications DID NOT consider ball tensors in sparse voting (token refinement) step.
Generally, the input tokens have initial saliences. In your code, they all are forced to 1, which is due to the improper format of the input file.
Hope you will correct your codes.
I apologize, the sparse field simply converts points to initial ball tensors, the refined is the ball voting and calc_vote_stick is the actual stick voting.
Your code is clear and easy to trace. I really appreciate your work. I also found the book you referenced ("Topics in Computer Vision") is more concise than their previous one ("A Computational Framework for Segmentation and Grouping"). Thanks for sharing this information.
I have a few questions after tracing your codes.
1. The input are sticks, is it necessary to use ball voting in "find_features"? I skipped "calc_sparse_field" and "calc_refined_field", and found the results are very similar.
2. I could understand why you add the code in line 70 in "create_stick_tensorfield", but I also wonder how the coordinate translation is derived. Could you tell me more details about it? Thanks.
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