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Estimators

Estimators are fundamental components in statistics and machine learning, serving as rules or formulas used to infer the value of a population parameter based on sample data. They can be categorized into different types, such as point estimators and interval estimators, depending on the nature of the estimation.

In the context of machine learning, particularly with TensorFlow, estimators provide a model-level abstraction that simplifies the process of building and training models. The tf.estimator API allows for seamless execution of models on various hardware configurations, including CPUs, GPUs, and TPUs, without requiring significant changes to the model code. This flexibility is beneficial for both local and distributed training environments 2.

Moreover, estimators help manage the training process by controlling data loading, handling exceptions, creating checkpoint files, and saving summaries for visualization in TensorBoard. This structured approach allows developers to focus on model design rather than the underlying complexities of the training loop 2.

Overall, estimators are essential for efficient statistical inference and model training in machine learning frameworks.

Plain and Simple Estimators

 Towards Data Science

Machine learning is awesome, except when it forces you to do advanced math. The tools for machine learning have gotten dramatically better, and training your own model has never been easier. We’ll…

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Estimators

 TensorFlow Guide

Advantages Similar to a tf.keras.Model , an estimator is a model-level abstraction. The tf.estimator provides some capabilities currently still under development for tf.keras . These are: Parameter se...

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A Guide to Estimator Efficiency

 Towards Data Science

The efficiency of a statistical estimator is the ratio of the Cramer-Rao bound on variance to the actual variance in the estimator's predictions.

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The Consistent Estimator

 Towards Data Science

A consistent estimator is one which produces a better and better estimate of whatever it is that it’s estimating, as the size of the data sample it is working upon goes on increasing.

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Performing Statistical Estimation

 Towards Data Science

Statistics, as we know, is the study of gathering data, summarizing & visualizing the data, identifying patterns, differences, limitations and inconsistencies and extrapolating information regarding…

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Chapter 8  Estimation

 Think Stats

The code for this chapter is in estimation.py . For information about downloading and working with this code, see Section 0.2 . 8.1 The estimation game Let’s play a game. I think of a distribution, an...

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Premade Estimators

 TensorFlow Tutorials

Warning: Estimators are not recommended for new code. Estimators run v1.Session -style code which is more difficult to write correctly, and can behave unexpectedly, especially when combined with TF 2 ...

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Maximum Likelihood Estimation of Parameters for Random Variables

 Towards Data Science

C oncepts in probability and statistics can be somewhat elusive due to the combination of high level mathematics, bad notation, and entanglement of random variables and data. This article sheds light ...

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Maximum Likelihood Estimation

 Analytics Vidhya

The main goal of statistical inference is learning from data. However, data we want to learn from are not always available/easy to handle. Imagine we want to know the average income of American…

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Demystifying Estimation: The Basics

 Towards AI

Know more about the population Table of Content 1. Introduction 2. Normal Distribution 3. Central Limit Theorem 4. Need of understanding the basics?? 5. Conclusion Introduction Statistics is an impor...

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Demystifying Estimation: The Basics

 Towards Data Science

Know more about the population Photo by Roman Mager on Unsplash Table of Content 1. Introduction 2. Normal Distribution 3. Central Limit Theorem 4. Need to understand the basics? 5. Conclusion Introd...

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Estimation, Prediction and Forecasting

 Towards Data Science

Estimation implies finding the optimal parameter using historical data whereas prediction uses the data to compute the random value of the unseen data. Estimation is the process of optimizing the…

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