
Point Processes and Their Statistical Inference: A Comprehensive Guide by Alan Karr for Statisticians and Researchers
Inclusive of all applicable taxes. FREE shipping on all orders.
Available Offers
- 🚚Free Delivery — Free shipping on all orders
- 💵Cash on Delivery — Pay when your order arrives
- ↩️15-Day Easy Returns — Hassle-free return policy
- 🔒Cash on Delivery — Pay safely when your order arrives
Check Delivery
Product Description
Introduction
Point Processes and Their Statistical Inference: Revised and Expanded by Alan Karr is a definitive resource for students, researchers, and professionals diving into the mathematical foundations of point processes. This hardcover edition, published by CRC Press, offers a thorough exploration of both theory and practical statistical methods. Whether you are a postgraduate student in statistics or a data scientist working with event-based data, this book provides the clarity and depth you need.
Book Overview
This revised and expanded edition builds on the strengths of the original work, delivering a comprehensive treatment of point processes—from basic definitions to advanced inferential techniques. The book bridges pure probability theory with real-world statistical applications, making it an essential reference for those dealing with random events over time or space. Alan Karr’s clear exposition ensures that even complex concepts are accessible, while the expanded content covers newer developments in the field.
Key Highlights
- Comprehensive coverage of point process theory including Poisson, Cox, and renewal processes.
- Revised and expanded content with updated examples and exercises.
- Focus on statistical inference—estimation, hypothesis testing, and model validation.
- Practical applications in neuroscience, seismology, finance, and telecommunications.
- Rigorous mathematical treatment suitable for advanced undergraduate and graduate courses.
Inside the Book
The book is structured into logical chapters that first introduce the fundamental concepts of point processes, then move into probabilistic properties, and finally delve into statistical inference. Each chapter includes numerous examples, proofs, and end-of-chapter exercises that reinforce learning. The revised edition adds new sections on multivariate point processes and computational methods, ensuring relevance for modern data analysis.
Key Topics
- Basic definitions and properties of point processes
- Poisson processes and their generalizations
- Renewal and Cox processes
- Conditional intensity and likelihood methods
- Estimation of intensity functions
- Residual analysis and goodness-of-fit
- Simulation techniques for point processes
Reader Benefits
Readers will gain a deep understanding of how to model and analyze event-based data. The book equips you with the theoretical tools to derive statistical properties and the practical skills to apply these methods using real datasets. The expanded content ensures you stay current with evolving methodologies, while the exercises help solidify your knowledge through hands-on practice.
Learning Outcomes
- Master the mathematical foundations of point processes.
- Apply statistical inference techniques to analyze temporal and spatial event data.
- Develop and validate models for real-world phenomena.
- Interpret results from point process analyses with confidence.
- Implement computational algorithms for simulation and estimation.
Who Should Read
This book is ideal for graduate students in statistics, mathematics, or data science, as well as researchers and practitioners in fields such as epidemiology, geology, finance, and engineering. Professionals working with event history analysis, survival data, or spatial statistics will find it invaluable. It also serves as a robust reference for instructors teaching advanced courses on stochastic processes.
About the Author
Alan Karr is a renowned statistician and researcher with decades of experience in stochastic processes and statistical inference. He has contributed extensively to the development of point process theory and its applications. His clear writing style and pedagogical approach make complex topics approachable for learners at all levels.
About the Publisher
CRC Press is a leading publisher of scientific and technical books, known for its high-quality academic titles in mathematics, statistics, and engineering. This hardcover edition reflects their commitment to producing durable, well-edited reference works that stand the test of time.
Conclusion
Point Processes and Their Statistical Inference: Revised and Expanded is an indispensable addition to any serious statistician's library. With its blend of rigorous theory and practical inference, it remains a benchmark text in the field. Order your hardcover copy from Bookshops.in today and deepen your understanding of point processes.
Quick Summary
Point Processes and Their Statistical Inference by Alan Karr is a definitive reference on the theory and statistical inference of point processes. This revised and expanded edition provides a comprehensive treatment of fundamental concepts such as Poisson processes, Cox processes, intensity functions, and marked point processes, along with modern inference techniques including likelihood-based methods and residual diagnostics. The book is designed for graduate students, researchers, and professionals in statistics, mathematics, and related fields who need a deep understanding of point process models and their applications. Readers will learn how to model event data, estimate parameters, validate models, and apply these methods to real-world problems in areas like neuroscience, seismology, and spatial statistics. By purchasing from Bookshops.in, Indian readers get a reliable physical copy delivered to their doorstep, with the assurance of quality and timely service.
Book Highlights
Book Specifications
| ISBN-13 | 9780824785321 |
| ISBN-10 | 0824785320 |
| Publisher | CRC Press Inc |
| Language | English |
| Dimensions | 21.9 x 2.7 x 27.6 cm |
| Weight | 816 g |
| Country | India |
| Category | Mathematics › Statistics |
| Genre | Mathematics & Statistics |
| Original Language | English |
Frequently Asked Questions
What is the main focus of this book?
Who is the author of this book?
Is this book suitable for beginners?
What topics are covered in the revised edition?
Can this book be used for self-study?
Does the book include practical examples?
Is this book available in hardcover?
What is the ISBN of this book?
Is this book relevant for spatial statistics?
Does the book include software or code?
What is the price of this book?
How is this edition different from the first?
Readers Also Search For
Customers Also Bought

Mathematics
Stereotype Spaces and Algebras: 73 (De Gruyter Expositions in Mathematics, 73)

Mathematics
Semigroups in Algebra, Geometry and Analysis: 20 (De Gruyter Expositions in Mathematics, 20)

Mathematics
Geometry from the Pacific Rim: Proceedings of the Pacific Rim Geometry Conference held at National University of Singapore, Republic of Singapore, ... 1994 (De Gruyter Proceedings in Mathematics)

Mathematics
First International Tainan-Moscow Algebra Workshop: Proceedings of the International Conference held at National Cheng Kung University Tainan, Taiwan, ... 1994 (De Gruyter Proceedings in Mathematics)

Mathematics
Differential Geometry - Proceedings of the VIII International Colloquium (English, Jesus A. Alvarez Lopez | Eduardo Garcia-Rio)

Mathematics
Mathematical Theory of Optimal Processes (Classics of Soviet Mathematics)
Related Products
View All
Statistics
Asymptotics in Statistics and Probability: Papers in Honor of George Gregory Roussas

Statistics
Inequalities in Analysis and Probability: 3rd Edition

Statistics
Random Graphs, Geometry and Asymptotic Structure

Statistics
Inference for Functional Data With Applications: 200 (Springer Series in Statistics, 692)

Statistics
High-Dimensional Probability: An Introduction with Applications in Data Science (Cambridge Series in Statistical and Probabilistic Mathematics)

Statistics
