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Summary: A comprehensive BigData syllabus encompasses foundational concepts, essential technologies, data collection and storage methods, processing and analysis techniques, and visualisation strategies. Fundamentals of BigData Understanding the fundamentals of BigData is crucial for anyone entering this field.
BigData Analysis with PySpark Bharti Motwani | Associate Professor | University of Maryland, USA Ideal for business analysts, this session will provide practical examples of how to use PySpark to solve business problems. Finally, you’ll discuss a stack that offers an improved UX that frees up time for tasks that matter.
R, with its robust statistical capabilities, remains a popular choice for statistical analysis and data visualization. Datawrangling and preprocessing Data seldom comes in a pristine form; it often requires cleaning, transformation, and preprocessing before analysis.
Begin by employing algorithms for supervised learning such as linear regression , logistic regression, decisiontrees, and support vector machines. Machine Learning: Data Science aspirants need to have a good and concise understanding on Machine Learning algorithms including both supervised and unsupervised learning.
As a programming language it provides objects, operators and functions allowing you to explore, model and visualise data. The programming language can handle BigData and perform effective data analysis and statistical modelling. Suppose you want to develop a classification model to predict customer churn.
B BigData : Large datasets characterised by high volume, velocity, variety, and veracity, requiring specialised techniques and technologies for analysis. DataWrangling: The cleaning, transforming, and structuring of raw data into a format suitable for analysis.
Machine Learning Algorithms Candidates should demonstrate proficiency in a variety of Machine Learning algorithms, including linear regression, logistic regression, decisiontrees, random forests, support vector machines, and neural networks. What is the Central Limit Theorem, and why is it important in statistics?
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