Our Machine learning tutorial is designed to help beginner and professionals. The robotic dog, which automatically learns the movement of his arms, is an example of Reinforcement learning. As you can see, there are many different applications for Machine Learning. K-means clustering, hierarchical clustering, mean shift clustering, and density-based clustering are common clusterings. While each approach has its technique for identifying clusters, they aim to achieve the same goal.
Scientists around the world are using these technologies to predict epidemic outbreaks. As data use increases and organizations turn to business intelligence to optimize information, these 10 chief data officer trends… A full-time MBA program for mid-career leaders eager to dedicate one year of discovery for a lifetime of impact. Knowledge of how to clean and structure raw data to the desired format to reduce the time taken for decision-making. Reinforcement learning happens when the agent chooses actions that maximize the expected reward over a given time. In clustering, we attempt to group data points into meaningful clusters such that elements within a given cluster are similar to each other but dissimilar to those from other clusters.
Features Of Machine Learning:
To put it more simply another way, they use statistics to find patterns in vast amounts of data. Unsupervised learning, unlike supervised learning, is used to draw conclusions and discover patterns in input data that do not contain references to labeled outcomes. Clustering and dimensionality reduction are two main methods utilized in unsupervised learning. A physical neural network or Neuromorphic computer is a type of artificial neural network in which an electrically adjustable material is used to emulate the function of a neural synapse. “Physical” neural network is used to emphasize the reliance on physical hardware used to emulate neurons as opposed to software-based approaches. More generally the term is applicable to other artificial neural networks in which a memristor or other electrically adjustable resistance material is used to emulate a neural synapse. Conversely, machine learning techniques have been used to improve the performance of genetic and evolutionary algorithms. An ANN is a model based on a collection of connected units or nodes called “artificial neurons”, which loosely model the neurons in a biological brain.
In a previous article, we provided an introduction to artificial intelligence and the different learning types. Machine learning is one of the biggest types of AI development—and the one that gets the most attention from many companies. Sentiment Analysis is another essential application to gauge consumer response to a specific product or a marketing initiative. Machine Learning for Computer Vision helps brands identify their products in images and videos online. These brands also use computer vision to measure the mentions that miss out on any relevant text. Chatbots are also becoming more responsive and intelligent with the help of machine learning.
Xgboost In Python Stochastic Gradient Boosting
Algorithmic bias is a potential result of data not being fully prepared for training. Machine learning ethics is becoming a field of study and notably be integrated within machine learning engineering teams. Machine learning is a type of artificial intelligence that allows software applications to become more accurate at predicting outcomes without being explicitly programmed to do so. Machine learning algorithms use historical data as input to predict new output values. While machine learning algorithms have been around fora long time, the ability to apply complex algorithms to big data applications more rapidly and effectively is a more recent development. Being able to do these things with some degree of sophistication can set a company ahead of its competitors. By and large, machine learning is still relatively straightforward, with the majority of ML algorithms having only one or two “layers”—such as an input layer and an output layer—with few, if any, processing layers in between. Machine learning models are able to improve over time, but often need some human guidance and retraining. Disease predictors based on machine learning demand a large amount of training data. This training data is to be collected across various medical labs, hospitals, and research institutions.
![How does ML 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)
This library is especially popular amongst beginners due to its ease of use and compatibility with various platforms like CPUs, GPUs, and TPUs. It allows programmers to use preset data-processing models and supports the vast majority of standard ML algorithms. Simply put, machine learning is a subset of artificial intelligence that allows computers to learn from their own experiences — much like we do when learning or picking up a new skill. When implemented correctly, the technology can perform certain complex tasks better than any human, and often within seconds. You may have heard of services like Google Photos or Facebook Moments that can automatically identify people and objects in your photos. It is made possible through deep learning algorithms, a Machine Learning algorithm that can learn to recognize patterns in data. Machine Learning uses predictive models that generate inferences from existing datasets to draw conclusions or predictions about new data.
Challenges Of Machine Learning
Don’t worry if you don’t have a background in computer science — this article is just a high-level overview of what happens under the hood. The fourth example is recommendation systems, which recommend items to users based on their past behavior. Recommendation systems are used in various applications, such as e-commerce and social networking. They are a pattern matching class https://metadialog.com/ commonly used for regression and classification problems. Still, they are an enormous subfield comprised hundreds of algorithms and variations for all problem types. In data clustering, clustering is an unsupervised technique that involves grouping data points. Customer segmentation, fraud detection, and document categorization are all examples of when it’s utilized.
- Have proliferated in many areas of image processing such as segmentation, image analysis, texture analysis, and image reconstruction.
- Experimenting with ML may come first, but what needs to follow is the integration of ML models into business applications and processes so it can be scaled across the enterprise.
- Digital transformation, they’re faced with a growing tsunami of data that is at once incredibly valuable and increasingly burdensome to collect, process and analyze.
- Imbalanced classification refers to classification tasks where there are many more examples for one class than another class.
- If you’re studying what is Machine Learning, you should familiarize yourself with standard Machine Learning algorithms and processes.
That’s because each input/response pair fits within a line, cluster, or other statistical representation that defines a problem domain. Since the data are known, the learning is therefore supervised (i.e., directed into successful execution). The input data goes through the ML algorithm and is used to train the model. Once the model is trained based on known data, you can run the model on unknown data to get a new response. The way a computer approaches learning, though, is all built around models.
How Machine Learning Works
These models are largely mathematical and consist of a series of algorithms built around a limited data set. Once the models are devised and developed, we can measure their effectiveness by inputting training data into the developed algorithm and analyzing its output. The training data are often a combination of known and unknown data used to develop the final ML algorithm, depending on the needs of the specific learning model. Continued research into deep learning and AI is increasingly focused on developing more How does ML work general applications. Today’s AI models require extensive training in order to produce an algorithm that is highly optimized to perform one task. But some researchers are exploring ways to make models more flexible and are seeking techniques that allow a machine to apply context learned from one task to future, different tasks. In unsupervised machine learning, a program looks for patterns in unlabeled data. Unsupervised machine learning can find patterns or trends that people aren’t explicitly looking for.
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)