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020 _a9789351073987
041 _aeng
082 _a519.2 ROS/I
100 _aRoss, Sheldon M.
_9546
245 _aIntroduction to probability and statistics for engineers and scientists
250 _a6th ed.
260 _bElsevier (RELX India)
_aNew Delhi
_cc2024
300 _axvi, 687p.; 24cm.
500 _aTable of Contents: CHAPTER 1 Introduction to statistics CHAPTER 2 Descriptive statistics CHAPTER 3 Elements of probability CHAPTER 4 Random variables and expectation CHAPTER 5 Special random variables CHAPTER 6 Distributions of sampling statistics CHAPTER 7 Parameter estimation CHAPTER 8 Hypothesis testing CHAPTER 9 Regression CHAPTER 10 Analysis of variance CHAPTER 11 Goodness of fit tests and categorical data analysis CHAPTER 12 Nonparametric hypothesis tests CHAPTER 13 Quality control CHAPTER 14 Life testing CHAPTER 15 Simulation, bootstrap statistical methods, and permutation tests CHAPTER 16 Machine learning and big data
520 _aIntroduction to Probability and Statistics for Engineers and Scientists, Sixth Edition, uniquely emphasizes how probability informs statistical problems, thus helping readers develop an intuitive understanding of the statistical procedures commonly used by practicing engineers and scientists. Utilizing real data from actual studies across life science, engineering, computing and business, this useful introduction supports reader comprehension through a wide variety of exercises and examples. End-of-chapter reviews of materials highlight key ideas, also discussing the risks associated with the practical application of each material. In the new edition, coverage includes information on Big Data and the use of R. This book is intended for upper level undergraduate and graduate students taking a probability and statistics course in engineering programs as well as those across the biological, physical and computer science departments. It is also appropriate for scientists, engineers and other professionals seeking a reference of foundational content and application to these fields.
650 _aMathematics
_914636
650 _aProbabilities
_9263
650 _aApplied mathematics
_910217
650 _aStatistical mathematics
_98795
856 _uhttps://doi.org/10.1016/C2018-0-02166-0
942 _cBK