For classification and regression issues, the k-Nearest Neighbors (k-NN) algorithm is examined as a basic and efficient technique. Encompassing Statistics and Machine Learning Toolbox, MATLAB offers different functions and tools to apply k-NN. We recommend a gradual instruction to apply k-NN in MATLAB for classification as well as regression:

Step 1: Load the Data

Initially, it is advisable to load or create the dataset. We plan to employ the in-built Fisher’s Iris dataset in this instance.

% Load the Fisher’s Iris dataset

load fisheriris

% Features and labels

X = meas; % Features

Y = species; % Labels

Step 2: Split the Data

The data must be divided into testing and training sets.

% Split data into training and testing sets

cv = cvpartition(Y, ‘HoldOut’, 0.3); % 30% data for testing

X_train = X(training(cv), :);

Y_train = Y(training(cv), :);

X_test = X(test(cv), :);

Y_test = Y(test(cv), :);

Step 3: Implement k-NN Classifier

To develop a k-NN classifier, our team focuses on employing the fitcknn function. For categorizing the test data, it is beneficial to utilize the predict function.

% Create a k-NN classifier

k = 5; % Number of neighbors

knnModel = fitcknn(X_train, Y_train, ‘NumNeighbors’, k);

% Predict the labels of the test data

Y_pred = predict(knnModel, X_test);

% Evaluate the classifier

confMat = confusionmat(Y_test, Y_pred);

disp(‘Confusion Matrix:’);

disp(confMat);

accuracy = sum(diag(confMat)) / sum(confMat(:));

disp([‘Accuracy: ‘, num2str(accuracy * 100), ‘%’]);

Step 4: k-NN for Regression

As an alternative, we can employ the fitrknn function when we are dealing with a regression issue. The following is an instance employing synthetic data.

% Generate synthetic data for regression

X = rand(100, 1) * 10; % Features

Y = 2 * X + randn(100, 1); % Labels with noise

% Split the data into training and testing sets

cv = cvpartition(size(X, 1), ‘HoldOut’, 0.3);

X_train = X(training(cv), :);

Y_train = Y(training(cv), :);

X_test = X(test(cv), :);

Y_test = Y(test(cv), :);

% Create a k-NN regression model

k = 5; % Number of neighbors

knnModel = fitrknn(X_train, Y_train, ‘NumNeighbors’, k);

% Predict the values of the test data

Y_pred = predict(knnModel, X_test);

% Evaluate the regression model

mse = mean((Y_test – Y_pred).^2);

disp([‘Mean Squared Error: ‘, num2str(mse)]);

Step 5: Visualize the Results

Our team intends to visualize the regression outcomes with an aid of scatter plot or the classification outcomes through the utilization of a confusion matrix.

% Classification results visualization

figure;

confusionchart(Y_test, Y_pred);

title(‘Confusion Matrix for k-NN Classification’);

% Regression results visualization

figure;

scatter(X_test, Y_test, ‘filled’);

hold on;

scatter(X_test, Y_pred, ‘filled’);

plot(X_test, Y_pred, ‘r’);

xlabel(‘X’);

ylabel(‘Y’);

legend(‘Actual’, ‘Predicted’, ‘Location’, ‘best’);

title(‘k-NN Regression Results’);

hold off;

Supplementary Customizations

Through altering hyperparameters like the distance weight, distance metric, and others, we could further adapt the k-NN method.

% Customizing the k-NN classifier

knnModel = fitcknn(X_train, Y_train, …

‘NumNeighbors’, k, …

‘Distance’, ‘euclidean’, … % Other options: ‘cityblock’, ‘chebychev’, ‘minkowski’

‘DistanceWeight’, ‘inverse’, … % Other options: ‘equal’, ‘squaredinverse’

‘Standardize’, true); % Standardize the data

% Customizing the k-NN regression model

knnModel = fitrknn(X_train, Y_train, …

‘NumNeighbors’, k, …

‘Distance’, ‘euclidean’, …

‘DistanceWeight’, ‘inverse’, …

‘Standardize’, true);

k nearest neighbor matlab projects

There exist several project ideas based on k-Nearest Neighbor (k-NN). A broad scope of applications, from simple algorithm deployment to innovative machine learning missions are encompassed in 50 k-NN projects in MATLAB. We offer 50 project plans with short explanations:

Basic k-NN Projects

  1. Simple k-NN Classifier
  1. k-NN Classifier with Custom Distance Metric
  1. k-NN Classifier with Weighted Distance
  1. k-NN Regression
  1. k-NN with Cross-Validation

Image Processing and Computer Vision

  1. Handwritten Digit Classification
  1. Image Classification with k-NN
  1. Face Recognition
  1. Object Detection
  1. Image Segmentation

Signal Processing

  1. ECG Signal Classification
  1. Speech Recognition
  1. Audio Genre Classification
  1. Noise Reduction in Signals
  1. Time-Series Forecasting

Natural Language Processing

  1. Text Classification
  1. Spam Email Detection
  1. Sentiment Analysis
  1. Named Entity Recognition
  1. Language Detection

Biomedical Engineering

  1. Medical Diagnosis
  1. Gene Expression Classification
  1. Brain-Computer Interface
  1. Drug Response Prediction
  1. Patient Risk Stratification

Financial Engineering

  1. Stock Price Prediction
  1. Credit Scoring
  1. Fraud Detection
  1. Portfolio Optimization
  1. Market Segmentation

Robotics

  1. Robot Path Planning
  1. Obstacle Avoidance
  1. Gesture Recognition
  1. SLAM (Simultaneous Localization and Mapping)
  1. Autonomous Driving

Environmental Engineering

  1. Weather Prediction
  1. Air Quality Index Prediction
  1. Energy Consumption Forecasting
  1. Water Quality Monitoring
  1. Wildlife Habitat Classification

Sports Analytics

  1. Player Performance Prediction
  1. Team Formation Optimization
  1. Injury Prediction
  1. Game Outcome Prediction
  1. Scouting and Recruitment

Others

  1. Recommendation Systems
  1. Customer Segmentation
  1. Anomaly Detection
  1. Handwritten Text Recognition
  1. Automated Essay Scoring

Instance Project: k-NN Classifier for Iris Dataset

The following is an extensive instance for a simple k-NN classifier through the utilization of the Iris dataset.

  1. Load and Preprocess Data:

load fisheriris

X = meas;

Y = species;

cv = cvpartition(Y, ‘HoldOut’, 0.3);

X_train = X(training(cv), :);

Y_train = Y(training(cv), :);

X_test = X(test(cv), :);

Y_test = Y(test(cv), :);

  1. Train k-NN Classifier:

k = 5;

knnModel = fitcknn(X_train, Y_train, ‘NumNeighbors’, k);

  1. Predict and Evaluate:

Y_pred = predict(knnModel, X_test);

confMat = confusionmat(Y_test, Y_pred);

accuracy = sum(diag(confMat)) / sum(confMat(:));

disp([‘Accuracy: ‘, num2str(accuracy * 100), ‘%’]);

  1. Visualize Results:

figure;

confusionchart(Y_test, Y_pred);

title(‘Confusion Matrix for k-NN Classification’);

Through this article, we have offered a procedural instruction to apply k-NN in MATLAB for classification as well as regression. Also, 50 project plans with concise outlines are suggested by us in an extensive manner.