๐ Model Retraining Metrics Summary
Model retraining metrics are measurements used to evaluate how well a machine learning model performs after it has been updated with new data. These metrics help decide if the retrained model is better, worse, or unchanged compared to the previous version. Common metrics include accuracy, precision, recall, and loss, depending on the specific task.
๐๐ปโโ๏ธ Explain Model Retraining Metrics Simply
Imagine you are updating a recipe to make your biscuits taste better. After each change, you taste the new batch and rate it to see if it improved. Model retraining metrics are like those taste tests, helping you decide if the model has actually got better after retraining.
๐ How Can it be used?
Model retraining metrics help teams decide when to update a predictive model and measure if the new version is an improvement.
๐บ๏ธ Real World Examples
An online retailer uses a recommendation system to suggest products to customers. As shopping trends change, the company retrains its model with recent purchase data. It uses retraining metrics like click-through rate and conversion rate to ensure the updated model offers better suggestions than before.
A hospital updates its disease prediction model with new patient records every month. By tracking retraining metrics such as accuracy and false positive rates, the hospital ensures the updated model provides safer and more reliable diagnoses.
โ FAQ
๐ Categories
๐ External Reference Links
Ready to Transform, and Optimise?
At EfficiencyAI, we donโt just understand technology โ we understand how it impacts real business operations. Our consultants have delivered global transformation programmes, run strategic workshops, and helped organisations improve processes, automate workflows, and drive measurable results.
Whether you're exploring AI, automation, or data strategy, we bring the experience to guide you from challenge to solution.
Letโs talk about whatโs next for your organisation.
๐กOther Useful Knowledge Cards
Model Distillation Frameworks
Model distillation frameworks are tools or libraries that help make large, complex machine learning models smaller and more efficient by transferring their knowledge to simpler models. This process keeps much of the original model's accuracy while reducing the size and computational needs. These frameworks automate and simplify the steps needed to train, evaluate, and deploy distilled models.
Quantum State Optimization
Quantum state optimisation refers to the process of finding the best possible configuration or arrangement of a quantum system to achieve a specific goal. This might involve adjusting certain parameters so that the system produces a desired outcome, such as the lowest possible energy state or the most accurate result for a calculation. It is a key technique in quantum computing and quantum chemistry, where researchers aim to use quantum systems to solve complex problems more efficiently than classical computers.
Network Access Control Policies
Network Access Control Policies are rules set by organisations to decide who can connect to their computer networks and what resources they can use. These policies help keep networks safe by allowing only trusted devices and users to access sensitive information. They can be based on user identity, device type, location, or time of access, and are enforced using specialised software or hardware.
Homomorphic Inference Models
Homomorphic inference models allow computers to make predictions or decisions using encrypted data without needing to decrypt it. This means sensitive information can stay private during processing, reducing the risk of data breaches. The process uses special mathematical techniques so that results are accurate, even though the data remains unreadable during computation.
Neural Collapse
Neural collapse is a phenomenon observed in deep neural networks during the final stages of training, particularly for classification tasks. It describes how the outputs or features for each class become highly clustered and the final layer weights align with these clusters. This leads to a simplified geometric structure where class features and decision boundaries become highly organised, often forming equal angles between classes in the feature space.