The field of meta-learning, or learning-to-learn, has seen a dramatic increase in interest in recent years. Unlike conventional AI approaches, where developers solve tasks from scratch using a fixed learning algorithm, meta-learning improves the algorithm by considering the experience of multiple learning episodes. This paradigm provides an opportunity to address many of the conventional challenges of deep learning, including data and computational bottlenecks and generalization. This survey describes the current landscape of meta-learning. First discuss definitions of meta-learning and situate them concerning related fields such as transfer learning and hyperparameter optimization. We then propose a new taxonomy that provides a more comprehensive partitioning of the space of today’s meta-learning methods. We explore meta-learning’s promising applications and achievements, such as multiple trials and reinforcement learning.
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The performance of a learning model depends on its training dataset, algorithm, and parameters. Many experiments are needed to find the best performing algorithm and algorithm parameters. Meta-learning approaches help them find and optimize the number of experiments. The result is better predictions in less time.
Meta-learning can be used for various machine learning models (e.g., few-shot, Reinforcement Learning, natural language processing, etc.). Meta-learning algorithms make predictions by inputting the outputs and metadata of machine learning algorithms. This algorithms can learn to use the best predictions from machine learning algorithms to make better predictions. In computer science, meta-learning studies and approaches started in the 1980s and became popular after the works of Jürgen Schmidhuber and Yoshua Bengio on the subject.
Meta-learning, described as “learning to learn”, is a subset of machine learning in the field of computer science. Developers use it to improve the results and performance of the learning algorithm by changing some aspects of the algorithm based on the experiment’s results. Meta-learning helps researchers understand which algorithms generate the best/better predictions from datasets.
Meta-learning algorithms use learning algorithm metadata as input. They then make predictions and provide information about the performance of these learning algorithms as output. An image’s metadata in a learning model can include, for example, its size, resolution, style, creation date, and owner.
Systematic experiment design in meta-learning is the most important challenge.
Source: GitHub
Machine learning algorithms have some problems, such as
Meta-learning can help machine learning algorithms deal with these challenges by optimizing and finding learning algorithms that perform better.
Interest in meta-learning has been growing over the last five years, especially after 2017, it accelerated. As the use of deep learning and advanced machine learning algorithms has increased, the difficulty of training these algorithms has increased interest in meta-learning studies.
Source: aimultiple
In general, developers train a meta-learning algorithm using the outputs (i.e., model predictions) and metadata of machine learning algorithms. After training, they send its skills for testing and use them to make end/final predictions.
Meta-learning includes tasks such as
For example, we may want to train a machine learning model to label discrete breeds of dogs.
Source: Springer
Meta-learning is utilized in various fields of machine learning-specific domains. There are different approaches in meta-learning such as model-based, metrics-based, and optimization-based approaches. Below we have briefly explained some common approaches and methods in the field of meta-learning.
Metric learning means learning the metric space for predictions. This model provides good results in multiple classification tasks.
MAML is a general optimization and task-agnostic algorithm that trains model parameters for fast learning with few gradient updates.
Recurrent Neural Networks (RNNs) are a class/type of artificial neural network. Developers use RNNs for machine learning problems involving sequential or time series data. They use RNN models for tasks like language translation, speech recognition, and handwriting recognition. In meta-learning, developers use RNNs as an alternative to creating a recurrent model that collects data sequentially from datasets and processes them as new inputs.
Stacking is a subfield of ensemble learning and is used in meta-learning models. Supervised and unsupervised learning models also benefit from compounding. Stacking involves the following steps:
Meta-learning algorithms are widely used to enhance machine learning solutions. The benefits of meta-learning are
higher model prediction accuracy:
The faster and cheaper training process
Building more generalized models: learning to solve many tasks, not just one task: meta-learning does not focus on training one model on one specific data set
A hyperparameter is a parameter whose value guides the learning process. It is a parameter that is defined before the learning process begins. Hyperparameters have a direct effect on the quality of the training process. Hyperparameters can be tuned. A representative case of a hyperparameter is the number of branches in the decision tree.
Many machine learning models have many hyperparameters that can be optimized. We mentioned that hyperparameters have a great influence on the training process. The hyperparameter selection process dramatically affects how well the algorithm learns.
However, a challenge arises with the ever-increasing complexity of models or neural networks. Because of the complexity of the models, they are increasingly difficult to configure. Consider a neural network. Human engineers can optimize several parameters for the configuration. This is done through experimentation. Yet deep neural networks have a various number of hyperparameters. Such a system has become too complicated for humans to optimize fully.
There are many ways to optimize hyperparameters.
Grid Search: This method uses manually predefined hyperparameters. A group of predefined parameters is searched for the most powerful. Grid search involves trying all possible combinations of hyperparameter values. The model then decides on the most appropriate hyperparameter value. However, developers consider this method traditional because it is time-consuming and inefficient.
Random Search: Grid search is an exhaustive method. It involves binding all possible combinations of values. This method takes the place of this exhaustive process with a random search. The model creates random combinations and tries to fit the data set to test the accuracy. Since the search is random, there is a possibility that the model will miss several potentially optimal combinations. On the other hand, it uses much less time than grid search and often provides the ideal solution. A random search can outperform a grid search. This occurs when developers need to optimize several hyperparameters for the algorithm.
We will cover these two and other optimization methods in another article. However, if you want to learn more about grid search and random search now, check out this hyperparameter tuning conceptual guide.
In this particular tutorial, you explored meta-learning in machine learning.
Specifically, you learned:
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