Probability & Statistics
Probability & statistics centers on the mathematical study of uncertainty, chance, and data analysis—essential for quantifying variability and making informed predictions. This category covers foundational principles including probability theory, distributions, statistical inference, and hypothesis testing, often underpinning work in science, engineering, economics, and the social sciences.
To focus your reading or research, explore subtopics such as Bayesian analysis for updating beliefs, regression analysis to understand relationships between variables, or stochastic processes and time series for modeling random phenomena across time. These distinct areas help tailor your learning to specialized applications or theoretical interests within the wider field of mathematics.
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Basic Probability (2nd Ed)
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An Introduction to Probability: With Mathematica
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An Introduction to Probability: With Mathematica
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Inform Intro Stoch Cal (2nd Ed)
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Inform Intro Stoch Cal (2nd Ed)
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Chance, Logic and Intuition
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Stationary Stochastic Models: An Introduction
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How to Cheat with Statistics - And Get Away with It
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Special Functions of Fractional Calculus
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A Graduate Course in Probability
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Stochastic Komatu-Loewner Evolutions
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Element of Stocha Model (3rd Ed)
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Element of Stocha Model (3rd Ed)
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A First Course in Probability for Computer and Data Science
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Probability, Information, and Physics
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Function Estim Density.. (2nd Ed)
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Infinite Dimension Analysis, Quantum Probability & Related..
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Distribution Dependent Stochastic Differential Equations
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Stochastic Geometric Analysis with Applications
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Stochastic Versus Deterministic Systems Iterative Processes
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Coin-Turning, Random Walks and Inhomogeneous Markov Chains
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Foundation of Probability Theory
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Elements of Stochastic Modelling
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