I have a data set of size 2000*300*20. It is a data from a camera with 2000 pixel.
I want to extract out the last data set in the x and y cordinates i.e. at 300 and 20.
Afterwards, I want to use it to replace all the data points of all other x and y components.
I have made some attempts but with no success, I will attached my code for any for useful comments. Thanks
m=size(A.Volume); % A data of size; 2000*300*20
new_A.Volume=A.Volume;

for i = 1:m(2);
for j = 1:m(3);
new_A.Volume(i, j)=A.Volume(:,m(2),m(3));
end
endI have a data set of size 2000*300*20. It is a data from a camera with 2000 pixel.
I want to extract out the last data set in the x and y cordinates i.e. at 300 and 20.
Afterwards, I want to use it to replace all the data points of all other x and y components.
I have made some attempts but with no success, I will attached my code for any for useful comments. Thanks
m=size(A.Volume); % A data of size; 2000*300*20
new_A.Volume=A.Volume;

for i = 1:m(2);
for j = 1:m(3);
new_A.Volume(i, j)=A.Volume(:,m(2),m(3));
end
end I have a data set of size 2000*300*20. It is a data from a camera with 2000 pixel.
I want to extract out the last data set in the x and y cordinates i.e. at 300 and 20.
Afterwards, I want to use it to replace all the data points of all other x and y components.
I have made some attempts but with no success, I will attached my code for any for useful comments. Thanks
m=size(A.Volume); % A data of size; 2000*300*20
new_A.Volume=A.Volume;

for i = 1:m(2);
for j = 1:m(3);
new_A.Volume(i, j)=A.Volume(:,m(2),m(3));
end
end readjust a camera data set MATLAB Answers — New Questions

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I am currently in class and trying to do my assignment. For this assignment we have to create a for loop that creates an array of 0 through 20 with the even numbers. I wrote the code according to my lesson but it keeps inserting a 0 between each number in the array. Is there something obvious I am missing?
% for loop example
for i = 0:2:20
A(i+1) = i^2;
B(i+1) = i;
endI am currently in class and trying to do my assignment. For this assignment we have to create a for loop that creates an array of 0 through 20 with the even numbers. I wrote the code according to my lesson but it keeps inserting a 0 between each number in the array. Is there something obvious I am missing?
% for loop example
for i = 0:2:20
A(i+1) = i^2;
B(i+1) = i;
end I am currently in class and trying to do my assignment. For this assignment we have to create a for loop that creates an array of 0 through 20 with the even numbers. I wrote the code according to my lesson but it keeps inserting a 0 between each number in the array. Is there something obvious I am missing?
% for loop example
for i = 0:2:20
A(i+1) = i^2;
B(i+1) = i;
end for loop, array, increment MATLAB Answers — New Questions

​

An arithmetic sequence:range(4m + 2) , has two elements removed, leaving ( 4m ) elements. These remaining elements are evenly divided into ( m ) groups, with each group containing 4 numbers. After removing the two elements, each of the ( m ) groups must form an arithmetic sequence.how to automatically generates all possible cases of arithmetic sequences obtained by removing two elements from range(4m + 2) when a specific positive integer ( m ) is input, and lists them one by one.

function generateArithmeticSequences(m)
% Generate the original arithmetic sequence
originalSequence = 1:(4*m + 2);

% Generate all combinations of two elements to remove
removeCombinations = nchoosek(originalSequence, 2);

% Preallocate the cell array to store valid cases
validCases = {};

% Loop through all combinations of removals
for i = 1:size(removeCombinations, 1)
% Create a copy of the original sequence without the removed elements
remainingSequence = setdiff(originalSequence, removeCombinations(i, :));

% Check if the remaining sequence can be divided into m groups of 4
% such that each group forms an arithmetic sequence
if isDivisibleIntoArithmeticSequences(remainingSequence, m)
validCases{end+1} = remainingSequence;
end
end

% Display the valid cases
displayValidCases(validCases);
end

% Check function to see if the sequence can be divided into m groups of 4
% where each group is an arithmetic sequence
function result = isDivisibleIntoArithmeticSequences(sequence, m)
result = false;

% Divide the sequence into m groups of 4
groups = mat2cell(sequence, 4*ones(1, m), 4);

% Check if each group forms an arithmetic sequence
for i = 1:m
if ~isArithmeticSequence(groups{i})
return;
end
end

result = true;
end

% Check function to determine if a sequence is an arithmetic sequence
function result = isArithmeticSequence(sequence)
result = false;

if length(sequence) < 4
return;
end

differences = diff(sequence);
if all(differences(1) == differences)
result = true;
end
end

% Function to display the valid cases
function displayValidCases(cases)
for i = 1:length(cases)
disp([‘Case ‘, num2str(i), ‘: ‘, mat2str(cases{i})]);
end
end

The code provided above may not produce the correct answers.An arithmetic sequence:range(4m + 2) , has two elements removed, leaving ( 4m ) elements. These remaining elements are evenly divided into ( m ) groups, with each group containing 4 numbers. After removing the two elements, each of the ( m ) groups must form an arithmetic sequence.how to automatically generates all possible cases of arithmetic sequences obtained by removing two elements from range(4m + 2) when a specific positive integer ( m ) is input, and lists them one by one.

function generateArithmeticSequences(m)
% Generate the original arithmetic sequence
originalSequence = 1:(4*m + 2);

% Generate all combinations of two elements to remove
removeCombinations = nchoosek(originalSequence, 2);

% Preallocate the cell array to store valid cases
validCases = {};

% Loop through all combinations of removals
for i = 1:size(removeCombinations, 1)
% Create a copy of the original sequence without the removed elements
remainingSequence = setdiff(originalSequence, removeCombinations(i, :));

% Check if the remaining sequence can be divided into m groups of 4
% such that each group forms an arithmetic sequence
if isDivisibleIntoArithmeticSequences(remainingSequence, m)
validCases{end+1} = remainingSequence;
end
end

% Display the valid cases
displayValidCases(validCases);
end

% Check function to see if the sequence can be divided into m groups of 4
% where each group is an arithmetic sequence
function result = isDivisibleIntoArithmeticSequences(sequence, m)
result = false;

% Divide the sequence into m groups of 4
groups = mat2cell(sequence, 4*ones(1, m), 4);

% Check if each group forms an arithmetic sequence
for i = 1:m
if ~isArithmeticSequence(groups{i})
return;
end
end

result = true;
end

% Check function to determine if a sequence is an arithmetic sequence
function result = isArithmeticSequence(sequence)
result = false;

if length(sequence) < 4
return;
end

differences = diff(sequence);
if all(differences(1) == differences)
result = true;
end
end

% Function to display the valid cases
function displayValidCases(cases)
for i = 1:length(cases)
disp([‘Case ‘, num2str(i), ‘: ‘, mat2str(cases{i})]);
end
end

The code provided above may not produce the correct answers. An arithmetic sequence:range(4m + 2) , has two elements removed, leaving ( 4m ) elements. These remaining elements are evenly divided into ( m ) groups, with each group containing 4 numbers. After removing the two elements, each of the ( m ) groups must form an arithmetic sequence.how to automatically generates all possible cases of arithmetic sequences obtained by removing two elements from range(4m + 2) when a specific positive integer ( m ) is input, and lists them one by one.

function generateArithmeticSequences(m)
% Generate the original arithmetic sequence
originalSequence = 1:(4*m + 2);

% Generate all combinations of two elements to remove
removeCombinations = nchoosek(originalSequence, 2);

% Preallocate the cell array to store valid cases
validCases = {};

% Loop through all combinations of removals
for i = 1:size(removeCombinations, 1)
% Create a copy of the original sequence without the removed elements
remainingSequence = setdiff(originalSequence, removeCombinations(i, :));

% Check if the remaining sequence can be divided into m groups of 4
% such that each group forms an arithmetic sequence
if isDivisibleIntoArithmeticSequences(remainingSequence, m)
validCases{end+1} = remainingSequence;
end
end

% Display the valid cases
displayValidCases(validCases);
end

% Check function to see if the sequence can be divided into m groups of 4
% where each group is an arithmetic sequence
function result = isDivisibleIntoArithmeticSequences(sequence, m)
result = false;

% Divide the sequence into m groups of 4
groups = mat2cell(sequence, 4*ones(1, m), 4);

% Check if each group forms an arithmetic sequence
for i = 1:m
if ~isArithmeticSequence(groups{i})
return;
end
end

result = true;
end

% Check function to determine if a sequence is an arithmetic sequence
function result = isArithmeticSequence(sequence)
result = false;

if length(sequence) < 4
return;
end

differences = diff(sequence);
if all(differences(1) == differences)
result = true;
end
end

% Function to display the valid cases
function displayValidCases(cases)
for i = 1:length(cases)
disp([‘Case ‘, num2str(i), ‘: ‘, mat2str(cases{i})]);
end
end

The code provided above may not produce the correct answers. arrays, – homework not originally tagged as homework – MATLAB Answers — New Questions

​

When I export a figure via
exportgraphics(axis,filename);
multiple times, I get the strange behavior that after some exports circles drawn via
viscircles(axis,[x, y],r,’EnhanceVisibility’,true);
are shaded white (just the white circle remains which is shaded to improve visibility).

This worked fine for weeks, but now I added the yellow surface-plot below and now this behavior appears.
Can someone explain why this happens and what to do that the export works (while ‘EnhanceVisibility’, true remains)?When I export a figure via
exportgraphics(axis,filename);
multiple times, I get the strange behavior that after some exports circles drawn via
viscircles(axis,[x, y],r,’EnhanceVisibility’,true);
are shaded white (just the white circle remains which is shaded to improve visibility).

This worked fine for weeks, but now I added the yellow surface-plot below and now this behavior appears.
Can someone explain why this happens and what to do that the export works (while ‘EnhanceVisibility’, true remains)? When I export a figure via
exportgraphics(axis,filename);
multiple times, I get the strange behavior that after some exports circles drawn via
viscircles(axis,[x, y],r,’EnhanceVisibility’,true);
are shaded white (just the white circle remains which is shaded to improve visibility).

This worked fine for weeks, but now I added the yellow surface-plot below and now this behavior appears.
Can someone explain why this happens and what to do that the export works (while ‘EnhanceVisibility’, true remains)? viscircles MATLAB Answers — New Questions

​