Course Content
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Accuracy Score
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Activation Function
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Algorithm
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Assignment Operator (Python)
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Artificial General Intelligence (AGI)
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Artificial Intelligence
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Artificial Narrow Intelligence (ANI)
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Artificial Neural Network (ANN)
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Backpropagation
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Bias
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Bias-Variance Tradeoff
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Big Data
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Business Analyst (BA)
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Business Analytics (BA)
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Business Intelligence (BI)
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Categorical Variable
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Clustering
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Command Line
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Computer Vision
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Continuous Variable
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Cost Function
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Cross-Validation
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Data Analysis
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Data Analyst
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Data Science
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Data Scientist
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Early Stopping
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Exploratory Data Analysis (EDA)
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False Negative
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False Positive
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Google Colaboratory
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Gradient Descent
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Hidden Layer
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Hyperparameter
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Image Recognition
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Imputation
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K-fold Cross Validation
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K-Means Clustering
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Linear Regression
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Logistic Regression
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Machine Learning Engineer (MLE)
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Mean
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Neural Network
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Notebook
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One-Hot Encoding
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Operand
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Operator (Python)
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Print Function (Python)
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Python
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Quantile
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Quartile
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Random Forest
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Recall
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Scalar
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Snake Case
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T-distribution
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T-test
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Tableau
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Target
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Tensor
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Tensor Processing Unit (TPU)
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TensorBoard
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TensorFlow
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Test Loss
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Time Series
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Time Series Data
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Test Set
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Tokenization
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Train Test Split
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Training Loss
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Training Set
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Transfer Learning
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True Negative (TN)
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True Positive (TP)
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Type I Error
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Type II Error
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Underfitting
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Undersampling
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Univariate Analysis
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Unstructured Data
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Unsupervised Learning
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Validation
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Validation Loss
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Vanishing Gradient Problem
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85.
Validation Set
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86.
Variable (Python)
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1 min
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87.
Variable Importances
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88.
Variance
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89.
Variational Autoencoder (VAE)
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90.
Weight
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91.
Word Embedding
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92.
X Variable
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93.
Y Variable
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94.
Z-Score
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1 min
0
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In data science, imputation refers to the process of replacing missing or null values in a dataset with substituted values. Missing data is a common issue in real-world datasets and can occur due to various reasons such as data collection errors, data corruption, or simply because certain information was not available.
Imputation techniques are used to handle missing data to ensure that the dataset remains usable for analysis and modeling purposes. Imputation does not add new information but instead substitutes reasonable values in place of missing ones based on certain assumptions or strategies.
There are a lot of methods that can be used to impute missing data. Some of the most common include:
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Mean/Median/Mode Imputation: Replace missing values with the mean (average), median, or mode (most frequent value) of the available data in the respective column or feature. This method is straightforward but may not capture the actual variability or distribution of the data accurately.
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Forward Fill or Backward Fill: In time series data or ordered datasets, missing values are replaced with the most recent available value (forward fill) or the next available value (backward fill).
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K-Nearest Neighbors (KNN) Imputation: Missing values are replaced with the average of the k-nearest neighbors' values based on similarity measures such as Euclidean distance or other distance metrics.
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Regression Imputation: Predictive models (linear regression, decision trees, etc.) are used to estimate missing values based on relationships with other variables. The missing values are predicted using the other variables in the dataset.
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Multiple Imputation: This method generates multiple imputed datasets by estimating missing values multiple times to account for uncertainty in the imputation process. Statistical analyses are performed on each imputed dataset, and the results are combined to provide more robust estimates.
Imputation allows for the utilization of complete datasets, which is crucial for accurate statistical analysis and machine learning model training. However, the choice of imputation method can impact the dataset's characteristics, statistical properties, and ultimately, the results of any analyses or models built upon it. Therefore, selecting an appropriate imputation strategy should consider the nature of the data, the amount of missingness, and the potential impact on downstream analyses or models.