Click the button below to see similar posts for other categories

What Metrics Are Used to Evaluate Supervised Learning Models?

When we want to see how well supervised learning models work, we look at some important numbers. Here’s a simple breakdown of the key ones:

  1. Accuracy: This is one of the easiest measures to understand. It tells us how many times the model made the right choice out of all the choices it made. While it gives a quick picture of performance, it can be tricky if the data is not balanced.

  2. Precision: This number helps us understand how good the model is at making positive predictions. It’s calculated by looking at how many true positive predictions were made compared to all positive predictions. The formula is: Precision=TruePositives(TP)TruePositives(TP)+FalsePositives(FP)\text{Precision} = \frac{True Positives (TP)}{True Positives (TP) + False Positives (FP)}

  3. Recall (Sensitivity): Recall shows how well the model finds all the relevant instances. The formula for this is: Recall=TruePositives(TP)TruePositives(TP)+FalseNegatives(FN)\text{Recall} = \frac{True Positives (TP)}{True Positives (TP) + False Negatives (FN)}

  4. F1 Score: The F1 Score combines both precision and recall to give us a balanced view. It’s calculated using this formula: F1=2PrecisionRecallPrecision+RecallF1 = 2 \cdot \frac{\text{Precision} \cdot \text{Recall}}{\text{Precision} + \text{Recall}}

  5. ROC-AUC: This stands for Receiver Operating Characteristic and its area under the curve (AUC). It’s really useful for seeing how well a model performs at different settings.

Each of these numbers gives us a different picture of how well our model is doing.
This is super important when we want to evaluate any model!

Related articles

Similar Categories
Programming Basics for Year 7 Computer ScienceAlgorithms and Data Structures for Year 7 Computer ScienceProgramming Basics for Year 8 Computer ScienceAlgorithms and Data Structures for Year 8 Computer ScienceProgramming Basics for Year 9 Computer ScienceAlgorithms and Data Structures for Year 9 Computer ScienceProgramming Basics for Gymnasium Year 1 Computer ScienceAlgorithms and Data Structures for Gymnasium Year 1 Computer ScienceAdvanced Programming for Gymnasium Year 2 Computer ScienceWeb Development for Gymnasium Year 2 Computer ScienceFundamentals of Programming for University Introduction to ProgrammingControl Structures for University Introduction to ProgrammingFunctions and Procedures for University Introduction to ProgrammingClasses and Objects for University Object-Oriented ProgrammingInheritance and Polymorphism for University Object-Oriented ProgrammingAbstraction for University Object-Oriented ProgrammingLinear Data Structures for University Data StructuresTrees and Graphs for University Data StructuresComplexity Analysis for University Data StructuresSorting Algorithms for University AlgorithmsSearching Algorithms for University AlgorithmsGraph Algorithms for University AlgorithmsOverview of Computer Hardware for University Computer SystemsComputer Architecture for University Computer SystemsInput/Output Systems for University Computer SystemsProcesses for University Operating SystemsMemory Management for University Operating SystemsFile Systems for University Operating SystemsData Modeling for University Database SystemsSQL for University Database SystemsNormalization for University Database SystemsSoftware Development Lifecycle for University Software EngineeringAgile Methods for University Software EngineeringSoftware Testing for University Software EngineeringFoundations of Artificial Intelligence for University Artificial IntelligenceMachine Learning for University Artificial IntelligenceApplications of Artificial Intelligence for University Artificial IntelligenceSupervised Learning for University Machine LearningUnsupervised Learning for University Machine LearningDeep Learning for University Machine LearningFrontend Development for University Web DevelopmentBackend Development for University Web DevelopmentFull Stack Development for University Web DevelopmentNetwork Fundamentals for University Networks and SecurityCybersecurity for University Networks and SecurityEncryption Techniques for University Networks and SecurityFront-End Development (HTML, CSS, JavaScript, React)User Experience Principles in Front-End DevelopmentResponsive Design Techniques in Front-End DevelopmentBack-End Development with Node.jsBack-End Development with PythonBack-End Development with RubyOverview of Full-Stack DevelopmentBuilding a Full-Stack ProjectTools for Full-Stack DevelopmentPrinciples of User Experience DesignUser Research Techniques in UX DesignPrototyping in UX DesignFundamentals of User Interface DesignColor Theory in UI DesignTypography in UI DesignFundamentals of Game DesignCreating a Game ProjectPlaytesting and Feedback in Game DesignCybersecurity BasicsRisk Management in CybersecurityIncident Response in CybersecurityBasics of Data ScienceStatistics for Data ScienceData Visualization TechniquesIntroduction to Machine LearningSupervised Learning AlgorithmsUnsupervised Learning ConceptsIntroduction to Mobile App DevelopmentAndroid App DevelopmentiOS App DevelopmentBasics of Cloud ComputingPopular Cloud Service ProvidersCloud Computing Architecture
Click HERE to see similar posts for other categories

What Metrics Are Used to Evaluate Supervised Learning Models?

When we want to see how well supervised learning models work, we look at some important numbers. Here’s a simple breakdown of the key ones:

  1. Accuracy: This is one of the easiest measures to understand. It tells us how many times the model made the right choice out of all the choices it made. While it gives a quick picture of performance, it can be tricky if the data is not balanced.

  2. Precision: This number helps us understand how good the model is at making positive predictions. It’s calculated by looking at how many true positive predictions were made compared to all positive predictions. The formula is: Precision=TruePositives(TP)TruePositives(TP)+FalsePositives(FP)\text{Precision} = \frac{True Positives (TP)}{True Positives (TP) + False Positives (FP)}

  3. Recall (Sensitivity): Recall shows how well the model finds all the relevant instances. The formula for this is: Recall=TruePositives(TP)TruePositives(TP)+FalseNegatives(FN)\text{Recall} = \frac{True Positives (TP)}{True Positives (TP) + False Negatives (FN)}

  4. F1 Score: The F1 Score combines both precision and recall to give us a balanced view. It’s calculated using this formula: F1=2PrecisionRecallPrecision+RecallF1 = 2 \cdot \frac{\text{Precision} \cdot \text{Recall}}{\text{Precision} + \text{Recall}}

  5. ROC-AUC: This stands for Receiver Operating Characteristic and its area under the curve (AUC). It’s really useful for seeing how well a model performs at different settings.

Each of these numbers gives us a different picture of how well our model is doing.
This is super important when we want to evaluate any model!

Related articles