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independent-and-identically-distributed
Independent and identically distributed (i.i.d.) refers to a fundamental concept in statistics and probability theory, particularly in data science and machine learning. A collection of random variables is considered i.i.d. if each variable has the same probability distribution and is mutually independent of the others. This means that the outcome of one variable does not influence the outcome of another, and all variables are drawn from the same statistical distribution. The i.i.d. assumption is crucial for many statistical models and methods, as it simplifies analysis and helps ensure the validity of conclusions drawn from data.
Independent and Identically Distributed
A collection of random variables is independent and identically distributed if each variable has the same probability distribution as the others and all are independent.
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Intuition for Independent and Identically Distributed
The main purpose of data science generally, and machine learning specifically, is to use the past to predict the future. Beyond the specific assumptions of various statistical models, the inescapable…...
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Infinitely Divisible Distribution
Infinitely Divisible Distribution, Stable Distribution, Tempered Stable Distribution, Normal Distribution, Central Limit Theorem
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IID: Meaning and Interpretation for Beginners
In statistics, data analysis, and machine learning topics, the concept of IID frequently appears as a fundamental assumption or condition. It stands for “ independent and identically distributed ”. An...
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Ignoring the IID assumption isn’t a great idea
The IID assumption (independent and identically distributed) is pretty important. Ignoring it can lead you to make incorrect conclusions (usually […] The post Ignoring the IID assumption isn’t a great...
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Uncorrelatedness and Independence
A lot of people have difficulties to differentiate principal component analysis (PCA) and independent component analysis (ICA). PCA is a machine learning algorithm that can transform a data set…
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Conditional Independence
The independence that can be realized in the real world When it comes to probability theory we all would have heard of joint distribution, marginal distribution, independence, etc. In this article, I...
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System Design #A1:- Consistency in Distributed Systems: A Fundamental Challenge
A distributed system is a collection of independent computers (nodes) that collaborate to achieve a shared objective. These nodes are interconnected through a network and operate as a unified system. ...
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Idempotency: The Key to a Robust Distributed System
Prologue I was working on a project to implement distributed coordination with transaction management for critical banking applications, and I was debating between saga and idempotency as data integr...
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Replication & Partitioning in Distributed Systems
To build modern Data-Intensive applications, it’s almost a mandatory requirement for these applications to be distributed. And in every distributed system, data replication and partitioning play…
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Difference Between Distribution and Partitioning in Graph Databases
What is a distributed system? Generally, a distributed system is a set of computer programs that work together across multiple independent servers to achieve a common goal. Those servers refer to tho...
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Dark Side of Distributed Systems: Latency and Partition Tolerance
Distributed systems are collections of independent computing resources that work together to present a unified, cohesive service or application to the user.
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