What Is Machine Learning? MATLAB & Simulink
![how does ml 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)
Before that, he spent over eight years at the New York Times, where he worked on five different desks across the paper. He holds dual master’s degrees from Columbia in journalism and in earth and environmental sciences. He has worked aboard oceanographic research vessels and tracked money and politics in science from Washington, D.C. He was a Knight Science Journalism Fellow at MIT in 2018. His work has won numerous awards, including two News and Documentary Emmy Awards. And while that may be down the road, the systems still have a lot of learning to do.
However, a portion of the data can be set aside for subsequent quality of learning checks. As we already mentioned, SSL models are developed iteratively, which allows refining and updating them based on performance feedback, new labeled data, or changes in the data distribution. A common practice is to implement monitoring and tracking mechanisms to assess model performance over time and detect drifts or shifts in the data distribution that may call for retraining or adaptation of the model.
As artificial intelligence, or AI, increasingly becomes a part of our everyday lives, the need for understanding the systems behind this technology as well as their failings, becomes equally important. It’s simply not acceptable to write AI off as a foolproof black box that… These algorithms help in building intelligent systems that can learn from their past experiences and historical data to give accurate results. You can foun additiona information about ai customer service and artificial intelligence and NLP. Many industries are thus applying ML solutions to their business problems, or to create new and better products and services. Healthcare, defense, financial services, marketing, and security services, among others, make use of ML. The Boston house price data set could be seen as an example of Regression problem where the inputs are the features of the house, and the output is the price of a house in dollars, which is a numerical value.
- Its concern is to take appropriate actions to optimise the reward in each situation.
- Machine learning models are able to improve over time, but often need some human guidance and retraining.
- This enables the machine learning algorithm to continually learn on its own and produce the optimal answer, gradually increasing in accuracy over time.
- Finally, an algorithm can be trained to help moderate the content created by a company or by its users.
The resulting function with rules and data structures is called the trained machine learning model. The way in which deep learning and machine learning differ is in how each algorithm learns. “Deep” machine learning can use labeled datasets, also known as supervised learning, to inform its algorithm, but it doesn’t necessarily require a labeled dataset.
How Does Machine Learning Work in Supply Chain?
In this case, you can use semi-supervised learning to train a model based on the labeled data. Then, apply this model to cluster the unlabeled data and assign each customer to the appropriate segment. Semi-supervised learning is an approach in machine learning that uses a combination of labeled and unlabeled data to train a model.
With it, you take variables like descriptions and output numeric labels for different use cases. Machine learning is the process by which computer programs grow from experience. Gaussian processes are popular surrogate models in Bayesian optimization used to do hyperparameter optimization. Now, predict your testing dataset and find how accurate your predictions are. In the end, you can use your model on unseen data to make predictions accurately. Once you have created and evaluated your model, see if its accuracy can be improved in any way.
Advantages and limitations of supervised learning
In part, this is due to the fact that the efficacy of methods and tools used in education need to be studied and understood before being deployed more broadly. As machine learning becomes more common, its influence on education has grown. Machine learning in education can help improve student success and make life easier for teachers who use this technology.
In a nutshell, supervised learning is about providing your AI with enough examples to make accurate predictions. In other words, instead of spelling out specific rules to solve a problem, we give them examples of what they will encounter in the real world and let them find the patterns themselves. As you need to predict a numeral value based on some parameters, you will have to use Linear Regression. Machine learning is the process of making systems that learn and improve by themselves, by being specifically programmed. Because Machine Learning learns from past experiences, and the more information we provide it, the more efficient it becomes, we must supervise the processes it performs.
![how does ml 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This type of analysis can be extremely helpful, because machines can recognize more and different patterns in any given set of data than humans. Like supervised machine learning, unsupervised ML can learn and improve over time. This is split further depending on whether it’s predicting a thing or a number, called classification or regression, respectively. This data is grouped into samples that have been tagged with one or more labels. In other words, applying supervised learning requires you to tell your model 1.
For customers
As the 21st century came around, Artificial Intelligence and Machine Learning became the it-words for the world of technology. AI startups raise enormous investments, businesses are finally ready to splurge on ML solutions for their operations, and Data Science field is generating job openings here and there. Although the 1990s didn’t bring much to the Machine Learning field in general, it was an era when public interest to AI applications started growing even in non-tech people. The two most spectacular events on that matter took place in 1996 and 1997 correspondingly.
What are the 4 steps to make a machine learn?
- Stage 1: Collect and prepare data.
- Stage 2: Make sense of data.
- Stage 3: Use data to answer questions.
- Stage 4: Create predictive applications.
The technology not only helps us make sense of the data we create, but synergistically the abundance of data we create further strengthens ML’s data-driven learning capabilities. Enterprise machine learning gives businesses important insights into customer loyalty and behavior, as well as the competitive business environment. The Machine Learning process starts with inputting training data into the selected algorithm. Training data being known or unknown data to develop the final Machine Learning algorithm.
Machine learning is a subfield of artificial intelligence that gives computers the ability to learn without explicitly being programmed. Machine learning and AI tools are often software libraries, toolkits, or suites that aid in executing tasks. However, because of its widespread support and multitude of libraries to choose from, Python is considered the most popular programming language for machine learning. The training of machines to learn from data and improve over time has enabled organizations to automate routine tasks that were previously done by humans — in principle, freeing us up for more creative and strategic work.
![how does ml 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)
Models are trained based on data about protein structures to recognize typical patterns and indicate the presence of a disease. Also, it can help in genomic data analysis for disease genetic marker detection, protein interaction prediction, and even in creating species evolution models based on genetic data analysis. Now let’s outline Chat GPT the main opportunities offered by this method of teaching. Some of them were created by supervised and unsupervised learning and greatly improved by semi-supervised learning, while others were unlocked specifically by semi-supervised learning. In supervised learning, the data is initially divided into training and test sets.
This is done until either a proper prediction is established, or the maximum number of models is aggregated. Depending on the situation we are dealing with, we will have to choose between one method or another. For example, if we want to determine the number of phenotypes in a population, organise financial data or identify similar individuals from DNA sequences, we can work with clustering.
Reinforcement Learning is a type of Machine Learning algorithms aimed at solving tasks and taking choices, preferably — only the right ones. The essence of this kind of ML is in the reinforcement learning agent, which learns from experience gained in the past. Basically, this autonomous agent starts with random behavior to get some starting point for collecting examples of good and bad actions. It navigates in a certain environment and studies its rules, states, and actions around it. Through such a trial-and-error set of actions it learns to interact with the environment it’s in, solve its tasks, and reach the maximum numerical reward.
Robot learning is inspired by a multitude of machine learning methods, starting from supervised learning, reinforcement learning,[72][73] and finally meta-learning (e.g. MAML). This is done by testing the performance of the model on previously unseen data. The unseen data used is the testing set that you split our data into earlier. If testing was done on the same data which is used for training, you will not get an accurate measure, as the model is already used to the data, and finds the same patterns in it, as it previously did. The ultimate goal of machine learning is to design algorithms that automatically help a system gather data and use that data to learn more.
It’s important to understand what makes Machine Learning work and, thus, how it can be used in the future. If you choose machine learning, you have the option to train your model on many different classifiers. You may also know which features to extract that will produce the best results.
The “theory of mind” terminology comes from psychology, and in this case refers to an AI understanding that humans have thoughts and emotions which then, in turn, affect the AI’s behavior. Examples of reactive machines include most recommendation engines, IBM’s Deep Blue chess AI, and Google’s AlphaGo AI (arguably the best Go player in the world). In order from simplest to most advanced, the four types of AI include reactive machines, limited memory, theory of mind and self-awareness. This mode of learning is great for surfacing hidden connections or oddities in oceans of data. If you’re already a fan of ML and know what it’ll mean for your business, then click here to find out about how we operationalise your ML models for tremendous value.
What is machine learning and how does it work? In-depth guide
The quality of the data that you feed to the machine will determine how accurate your model is. If you have incorrect or outdated data, you will have wrong outcomes or predictions which are not relevant. In reinforcement learning, the algorithm is made to train itself using many trial and error experiments. Reinforcement learning happens when the algorithm interacts continually with the environment, rather than relying on training data. One of the most popular examples of reinforcement learning is autonomous driving.
Physics – How AI and ML Will Affect Physics – Physics
Physics – How AI and ML Will Affect Physics.
Posted: Mon, 02 Oct 2023 07:00:00 GMT [source]
Signals travel from the first layer (the input layer) to the last layer (the output layer), possibly after traversing the layers multiple times. Artificial neural networks (ANNs), or connectionist systems, are computing systems vaguely inspired by the biological neural networks that constitute animal brains. Such systems “learn” to perform tasks by considering examples, generally without being programmed with any task-specific rules. We hope this article clearly explained the process of creating a machine learning model. To learn more about machine learning and how to make machine learning models, check out Simplilearn’s Caltech AI Certification. If you have any questions or doubts, mention them in this article’s comments section, and we’ll have our experts answer them for you at the earliest.
Typical results from machine learning applications usually include web search results, real-time ads on web pages and mobile devices, email spam filtering, network intrusion detection, and pattern and image recognition. All these are the by-products of using machine learning to analyze massive volumes of data. If the prediction and results don’t match, the algorithm is re-trained multiple times until the data scientist gets the desired outcome.
Tensorflow is more powerful than other libraries and focuses on deep learning, making it perfect for complex projects with large-scale data. Like with most open-source tools, it has a strong community and some tutorials to help you get started. Machine learning algorithms can be trained to identify trading opportunities, by recognizing patterns and behaviors in historical data. Humans are often driven by emotions when it comes to making investments, so sentiment analysis with machine learning can play a huge role in identifying good and bad investing opportunities, with no human bias, whatsoever.
![how does ml 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)
One use case for machine learning in education is identifying and assisting at-risk students. Schools can use ML algorithms as an early warning system to identify struggling students, gauge their level of risk and offer appropriate resources to help them succeed. You can learn more about machine learning in various ways, including self-study, traditional college degree programs and online boot camps. Machine learning is part of the Berkeley Data Analytics Boot Camp curriculum, which gives students insights into how machine learning works. Berkeley FinTech Boot Camp can help demonstrate how machine learning works specifically in the finance sector.
In the 1980s the Machine Learning subfield outgrew the AI area of science into the independent field. In 1981 Gerald Dejong introduced the Explanation Based Learning concept, which is very similar to the Supervised Learning idea. In particular, a machine running on EBL algorithm could analyze training data and compile general rules it was arranged for. Back then, it was reported that a computer can recognize 40 characters from the terminal. Terry Sejnowski brought a lot to the field with his studies and inventions in Computational Neuroscience, for example the NetTalk application which used ML algorithms to help interpreting human speech impairment. A popular way to run SSL is to represent labeled and unlabeled data in the form of graphs and then apply a label propagation algorithm.
In the late 1940s, the world has seen the first computers starting with ENIAC — Electronic Numerical Integrator and Computer. It was a general-purpose machine that could store data and even perform a large (at the time) class of numerical tasks. This huge machine was initially designed and created for the US Army’s Ballistic Research Lab, but later it was moved to the University of Pennsylvania.
Machine learning, explained – MIT Sloan News
Machine learning, explained.
Posted: Wed, 21 Apr 2021 07:00:00 GMT [source]
A few years later the famous Manchester Baby, also known as the Small-Scale Experimental Machine was made. The frequency of headlines related to advancements in machine learning is increasing, bringing the dreams of science fiction fans to reality. Considering the challenges you can face when using SSL, here are some best practices and strategies that can help maximize the effectiveness and efficiency of semi-supervised learning approaches. If you look at the graph, you will see a network of data points, most of which are unlabeled with four carrying labels (two red points and two green points to represent different classes). One way of doing this is you pick, say, point 4, and count up all the different paths that travel through the network from 4 to each colored node. If you do that, you will find that there are five walks leading to red points and only four walks leading to green ones.
It requires diligence, experimentation and creativity, as detailed in a seven-step plan on how to build an ML model, a summary of which follows. Reinforcement learning works by programming an algorithm with a distinct goal and a prescribed set of rules for accomplishing that goal. As the volume of data generated by modern societies continues to proliferate, machine learning will likely become even more vital to humans and essential to machine intelligence itself.
In unsupervised learning, the training data is unknown and unlabeled – meaning that no one has looked at the data before. Without the aspect of known data, the input cannot be guided to the algorithm, which is where the unsupervised term originates from. This data is fed to the Machine Learning algorithm and is used to train the model. The trained model tries to search for a pattern and give the desired response.
In this case, the model uses labeled data as an input to make inferences about the unlabeled data, providing more accurate results than regular supervised-learning models. One of the most common types of unsupervised learning is clustering, which consists of grouping similar data. This method is mostly used for exploratory analysis and can help you detect hidden patterns or trends. Whereas machine learning algorithms are something you can actually see written down on paper, AI requires a performer.
Comparing approaches to categorizing vehicles using machine learning (left) and deep learning (right). Consider using machine learning when you have a complex task or problem involving a large amount of data and lots of variables, but no existing formula or equation. Unsupervised learning is a learning method in which a machine learns without any supervision.
Machine learning can recommend new content to watchers, readers or listeners based on their preferences. Machine learning is a natural match for data-driven fields like healthcare. In the healthcare space, ML assists medical and administrative professionals in analyzing, categorizing and organizing healthcare data. ML systems help hospitals and other medical facilities provide better service to patients regarding scheduling, document access and medical care.
You can employ regularization methods (entropy minimization, consistency regularization) to encourage model smoothness and consistency across labeled and unlabeled data, preventing overfitting and improving generalization. At the same time, you can balance model complexity by leveraging the rich information from large unlabeled datasets effectively, using techniques such as model ensembling or hierarchical architectures. With the amount of data constantly growing by leaps and bounds, there’s no way for it to be labeled in a timely fashion. Think of an active TikTok user that uploads up to 20 videos per day on average. In such a scenario, semi-supervised learning can boast of a wide array of use cases from image and speech recognition to web content and text document classification.
Machine learning algorithms find natural patterns in data that generate insight and help you make better decisions and predictions. They are used every day to make critical decisions in medical diagnosis, stock trading, energy load forecasting, and more. For example, media sites rely on machine learning to sift through millions of options to give you song or movie recommendations. Retailers use it to gain insights into their customers’ purchasing behavior.
That’s why to give you a clearer image of how artificial models and networks actually do their job, it’s better to narrow this conversation down to a single example of ML product. Reinforcement Learning has drawn way more attention than any other ML type, mostly because this is the most spectacular if not mind-blowing kind of algorithms. It powers AI how does ml work bots that defeat world champions and e-sports and the Go board game. It acts in a way that looks like intuition and human-like attitude towards problem-solving. The absence of any learning material combined with dramatic complexity of tasks in RL programs’ power makes Reinforcement Learning the most fascinating and ambitious area of Machine Learning.
Customer service is an essential part of any organization, but it’s often time-consuming, requires a large talent expenditure and can have a major impact on a business if implemented poorly. Machine learning can help brands with their customer service efforts, as listed in the examples below. Many factors contribute to a student’s success, and navigating the education system can be difficult — especially for first-time college students.
During the training phase, the model learns the underlying patterns in the data by adjusting its internal parameters. The model’s performance is evaluated using a separate data set called the test set, which contains examples not used during training. Reinforcement machine learning is a machine learning model that is similar to supervised learning, but the algorithm isn’t trained using sample data. A sequence of successful outcomes will be reinforced to develop the best recommendation or policy for a given problem. Machine learning also provides opportunities to automate processes that were once the sole responsibility of human employees.
Business process automation (BPA) used to be a “nice to have” but the pandemic has changed this mindset significantly…. Yet, when Apple announced the arrival date of its Vision Pro glasses, the interest… Although there are some quite powerful ML distribution platforms on the market, entrusting all your business operations data and relying on someone else’s service aren’t for everyone. That is the first reason why many entrepreneurs look for teams who specialize in custom ML solutions development and want to find out what stands behind Machine Learning in terms of stack. Believe it or not, it was back in the beginning of 19th century when the foundation of Machine Learning was laid.
Our rich portfolio of business-grade AI products and analytics solutions are designed to reduce the hurdles of AI adoption and establish the right data foundation while optimizing for outcomes and responsible use. Explore the benefits of generative AI and ML and learn how to confidently incorporate these technologies into your business. A full-time MBA program for mid-career leaders eager to dedicate one year of discovery for a lifetime of impact. A doctoral program that produces outstanding scholars who are leading in their fields of research. These challenges can be dealt with by careful handling of data, and considering the diverse data to minimize bias. Incorporate privacy-preserving techniques such as data anonymization, encryption, and differential privacy to ensure the safety and privacy of the users.
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)
Let’s look at use cases in the context of primary industries and large companies. All of the above advantages give many reasons to use semi-supervised learning, where supervised learning is not very profitable, and unsupervised training is not possible. While there are successful examples of self-training being used, it should be stressed that the performance may vary a lot from one dataset to another.
But if we’re talking about lots of labeled data, then semi-supervised learning isn’t the way to go. Like it or not, many real-life applications still need lots of labeled data, so supervised learning won’t go anywhere in the near future. Ensure data preprocessing steps are applied consistently to both labeled and unlabeled datasets to maintain data quality and consistency.
How does ML actually work?
Machine learning algorithms use computational methods to “learn” information directly from data without relying on a predetermined equation as a model. The algorithms adaptively improve their performance as the number of samples available for learning increases. Deep learning is a specialized form of machine learning.
Regardless of how complex one or another algorithm is, it can be broken down to If X happens, do Y action. Models are trained based on data about movement and environmental interaction to recognize typical patterns and adapt to changing conditions. Besides navigation training, it’s good for training complex manipulations, such as assembling parts or performing surgical operations. Those companies that implement machine learning in their processes are way ahead of their competitors. And those using advanced machine learning methods are moving even further ahead.
How does machine learning work steps?
- Analyze and clarify the business problem and define what success looks like.
- Identify data requirements and determine if sufficient data is available to build the machine learning model.
- Gather and prepare data.
- Train the model.
An analogy for supervised learning can be the process of teaching a child. When you teach a child certain skills or concepts, you provide examples and explanations of correct answers. For example, when teaching a child to read, you show them the correct pronunciation of letters and words and explain their correct use in a particular context. Then they apply this knowledge when reading new texts or writing their own. Another example of when semi-supervised learning can be used successfully is in the building of a text document classifier. Here, the method is effective because it is really difficult for human annotators to read through multiple word-heavy texts to assign a basic label, like a type or genre.
This allows the model to leverage a large amount of unlabeled data to enhance learning and generalization while maintaining the advantages of supervised learning, where the model can learn based on specific output data. Labeling audio is a very resource- and time-intensive task, so semi-supervised learning can be used to overcome the challenges and provide better performance. Facebook (now Meta) has successfully applied semi-supervised learning (namely the self-training method) to its speech recognition models and improved them. They started off with the base model that was trained with 100 hours of human-annotated audio data.
Computers in general perceive the information in numbers, and so as ML software. To a machine, a picture is nothing but a table of numbers that represent a brightness of pixels. Meaning, each pixel corresponds to a particular number depending on how bright it is, let’s say 1 for plain white, -1 for total black, 0.25 for a light grey, etc. As you can see, although there’s a term computer vision in use, computers do not actually see, but calculate.
They then use this knowledge to detect deviations that may indicate potential security threats. Besides anomaly detection in network traffic, it is useful for malware detection, user behavior analysis to detect suspicious activity, and even for detecting physical threats such as unauthorized access to secured areas. Several learning algorithms aim at discovering https://chat.openai.com/ better representations of the inputs provided during training.[59] Classic examples include principal component analysis and cluster analysis. This technique allows reconstruction of the inputs coming from the unknown data-generating distribution, while not being necessarily faithful to configurations that are implausible under that distribution.
Its objective is to maximize a previously established reward signal, learning from past experiences until it can perform the task effectively and autonomously. This type of learning is based on neurology and psychology as it seeks to make a machine distinguish one behavior from another. Azure Machine Learning is a cloud service for automating and managing the entire lifecycle of machine learning (ML) projects. This service can be used in your daily workflows to train and deploy models and manage machine learning operations (MLOps).
The way to unleash machine learning success, the researchers found, was to reorganize jobs into discrete tasks, some which can be done by machine learning, and others that require a human. From manufacturing to retail and banking to bakeries, even legacy companies are using machine learning to unlock new value or boost efficiency. With the growing ubiquity of machine learning, everyone in business is likely to encounter it and will need some working knowledge about this field. A 2020 Deloitte survey found that 67% of companies are using machine learning, and 97% are using or planning to use it in the next year.
How does the ML work?
A Decision Process: In general, machine learning algorithms are used to make a prediction or classification. Based on some input data, which can be labeled or unlabeled, your algorithm will produce an estimate about a pattern in the data. An Error Function: An error function evaluates the prediction of the model.
What is the easiest machine learning model?
A decision tree is the simplest tree-based machine learning algorithm. This model allows us to continuously split the dataset based on specific parameters until a final decision is made. Decision trees split on different nodes until an outcome is obtained.
Who invented ML?
The term machine learning was coined in 1959 by Arthur Samuel, an IBM employee and pioneer in the field of computer gaming and artificial intelligence.
Can AI work without ML?
In conclusion, not only can machine learning exist without AI, but AI can exist without machine learning.