Modern Data Visualization with R(Chapman )

用 R 语言的现代数据可视化

计算机软件

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作      者
出  版 社
出版时间
2024年03月29日
装      帧
精装
ISBN
9781032289496
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页      码
259
开      本
234 x 156 mm (6.14 x 9.21
语      种
英文
版      次
1
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图书简介
Modern Data Visualization with R describes the many ways that raw and summary data can be turned into visualizations that convey meaningful insights. It starts with basic graphs such as bar charts, scatter plots, and line charts, but progresses to less well-known visualizations such as tree maps, alluvial plots, radar charts, mosaic plots, effects plots, correlation plots, biplots, and the mapping of geographic data. Both static and interactive graphics are described and the use of color, shape, shading, grouping, annotation, and animations are covered in detail. The book moves from a default look and feel for graphs, to graphs with customized colors, fonts, legends, annotations, and organizational themes.Features: • Contains a wide breadth of graph types including newer and less well-known approaches • Connects each graph type to the characteristics of the data and the goals of the analysis • Moves the reader from simple graphs, describing one variable, to building visualizations that describe complex relationships among many variables • Newer approaches to creating interactive web graphics via JavaScript libraries • Details how to customize each graph type to meet users’ needs and those of their audiences • Gives methods for creating visualizations that are publication ready for print (in color or black and white) and the web • Suggests best practices   • Offers examples from a wide variety of fieldsIt is written for those new to data analysis as well as the seasoned data scientist. It can be used for both teaching and research. It will particularly appeal to anyone who needs to describe data visually and wants to find and emulate the most appropriate method quickly. The reader should have some basic coding experience, but expertise in R is not required. Some of the later chapters (e.g., visualizing statistical models) assume exposure to statistical inference at the level of
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