Big data and machine learning make statistics knowledge more important than ever
![machine learning importance](data:image/jpeg;base64,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)
Therefore, as long as all of these important steps are taken into consideration when implementing Machine Learning for eLearning platforms, the outcomes can be extremely beneficial for both learners and educators alike. In eLearning, ML can be used to power many aspects of an online course such as recommendation systems, automated grading, and personalized content delivery. By leveraging ML-based models, eLearning platforms can offer more personalized experiences for their users while also ensuring higher engagement and retention rates. To achieve this kind of efficacy, however, requires a thorough understanding of what goes into building an effective ML-based model. Analysing data to identify patterns and trends is key to the transportation industry, which relies on making routes more efficient and predicting potential problems to increase profitability.
![machine learning importance](data:image/jpeg;base64,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)
His current research focuses on electoral consideration sets, cleavages and identities, and new forms of political participation. Dive in for free with a 10-day trial of the O’Reilly learning platform—then explore all the other resources our members count on to build skills and solve problems every day. 6 The prepare_country_stats() function’s definition is not shown here (see this chapter’s Jupyter notebook if you want all the gory details). It’s just boring Pandas code that joins the life satisfaction data from the OECD with the GDP per capita data from the IMF.
Approach I – Cloud Services
But with all of them, you, as the wizard, must select the right features (important pieces of data) for your spell. If there’s one thing us Lolly elves do well, it’s machine learning.When it comes to what your business needs, we have the expertise and top-tier development team to accelerate your business with machine learning. You won’t find any other tech-wizards in the tech realm willing to offer up advanced secrets such as ours.Don’t believe us? Just check out our machine learning development reviews from like-minded sorcerers and shamans to see how we can move your project forward. Think of us as your coding conjurers, weaving spells of data, automation, and predictions in the enchanting language of machine learning.
![machine learning importance](https://www.metadialog.com/wp-content/uploads/feed_images/how-to-use-ai-in-customer-service-3-use-cases-img-4.webp)
In supervised learning, you train your model on a labeled dataset, where both the input and the correct output are known. It’s like learning a spell by practicing with a magic scroll that has the incantation and the expected result. The performance of the model can be evaluated using a confusion matrix and classification report, which includes the model’s recall, f1 score, and precision metrics. A confusion matrix is a summary matrix of the prediction outcomes in a classification problem. The confusion matrix shows how our model is confused when it predicts the outcomes.
Big data and machine learning make statistics knowledge more important than ever
Make the most of our two-decade experience of developing software products to drive the revolution happening right now. Through the automation of repetitive tasks, companies can liberate machine learning importance their workforce to concentrate on more innovative and strategic endeavors. AI also powers healthcare assistants and other tools that can be used to improve outcomes for patients.
What does machine learning mean for the future?
Predictive algorithms can analyze historical data to forecast future demand, optimizing inventory management and minimizing waste. Machine learning algorithms can also automatically track purchases, shipments and the like, and alert companies to possible issues. Financial services.
You may discover that your model would benefit from additional training data to enhance its performance. The core component at the centre of a machine learning project is a trained model, which in the simplest terms is a software program that, once given sufficient training data, can identify patterns and make predictions. Your final consideration, therefore, should be how you will access a model for your AI/ML project.
A comparison algorithm is used to find the most similar matches in the database which allow the system to accurately identify and classify objects in the image. Image recognition technology has advanced rapidly in recent years due to improvements in deep learning techniques and access to more powerful computer hardware. This has enabled more precise classification of images with increased accuracy levels and greater speed than ever before. Divided into two parts, the first part of the course explores how to learn from data, introducing you to the core principles of machine learning. Over the course of eight weeks, you’ll learn how to match a suitable machine learning technique to a particular problem to make accurate predictions and inform business decisions.
This type of learning is great for clustering (Are these spells offensive or defensive?) and anomaly detection (Does this spell belong in this book?). Through the intricate dance of code, we engineer models that learn from your business data, banishing mundane tasks and predicting future trends. With our machine learning development service, you’ll unlock hidden insights in your data, streamline your processes, and uncover answers to your most pressing questions. Scikit-learn provides a comprehensive user guide about supervised and unsupervised algorithms along with many preprocessing techniques.
Why is machine learning important?
Facebook Messenger is a popular platform which allows businesses to easily program a chatbot to perform tasks, understand questions and guide customers through to where they need to go. Machine learning is a branch of AI that allows computers to learn by themselves and make predictions based on algorithms. Building a Machine Learning Model can be a daunting task, but it doesn’t have to be.
![machine learning importance](data:image/jpeg;base64,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)
Essential Steps in Machine LearningIn order to successfully implement machine learning solutions for eLearning, there are several essential steps that must be followed. The course has been designed in close consultation with AI experts and leverages unique tools and platforms https://www.metadialog.com/ to deliver the core skills and capabilities required in this field. You’ll be equipped for innovative roles in areas such as the creative industries, product design, and the games industry after studying areas such as data science, intelligent agents, and data mining.
Machine learning potential
Where previously machine learning projects have required specialised expertise and substantial resources, AI cloud services enable organisations to quickly develop AI solutions for a range of applications. Convolutional Neural Networks (CNNs) and Recurrent Neural Networks (RNNs) have played a significant role in how systems can process data related to image and speech, respectively. CNNs are mainly used for processing grid-like data, such as the pixels in an image. RNNs, on the other hand, are ideal for processing sequential data, where how elements are ordered is important. However, due to the broad range of methods, models and approaches available, many organisations are struggling to match a technology solution to a real-world use case for improvement. Recent advancements in Artificial intelligence (AI) have shown how the technology has the ability to significantly impact industries globally in the near to medium term.
![machine learning importance](data:image/jpeg;base64,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)
The right predictive analytics can help you understand and segment your market and forecast and anticipate consumer demand. In the past, all this predictive data would need to be sourced and analysed manually. This is where you rely on internal (hotel performance) and external data (market trends) to predict future demand. Resurging interest in machine learning machine learning importance is due to the same factors that have made data mining and Bayesian analysis more popular than ever. Things like growing volumes and varieties of available data, computational processing that is cheaper and more powerful, and affordable data storage. By collecting data, machine learning can be used to identify any abnormalities in the health of an individual.
How machine learning makes life easier?
AI makes our lives easier by automating tasks and providing us with information and recommendations tailored to our individual needs. AI transforms our communication by enabling us to have conversations with virtual assistants and chatbots.