noun an instance of this, especially in a text or document
Interpolation is commonly used in mathematics to estimate values between known data points.
Interpolation is used in statistics to estimate missing values or to smooth out noisy data.
Interpolation is used in engineering to model and predict values based on known data points.
Interpolation is used in computer graphics to create smooth curves and surfaces.
Interpolation is used in geography to estimate values such as elevation or temperature at unsampled locations.
In the field of writing, interpolation is used to fill in gaps in a narrative or story, providing additional details or information to enhance the overall plot or character development.
Psychologists may use interpolation to make educated guesses or hypotheses about a patient's thoughts, feelings, or behaviors based on limited information, helping to better understand and address their mental health concerns.
Data analysts use interpolation to estimate missing or unknown data points within a dataset, enabling them to create more accurate visualizations, forecasts, and insights for decision-making purposes.
Engineers often employ interpolation techniques to predict values between known data points, such as in designing structures, systems, or processes, ensuring optimal performance and efficiency in their projects.
Financial analysts utilize interpolation to estimate future financial trends or values based on historical data, helping investors and businesses make informed decisions about investments, budgets, and financial strategies.