studEE16A
  • Introduction
  • Linear Algebra
    • Linear Equations
      • Description
      • Example Problems
    • Vector Spaces
      • Description
      • Example Problems
    • Inner Products
      • Description
      • Example Problems
    • Determinants
      • Description
      • Example Problems
    • Eigen-everything
      • Description
      • Example Problems
    • Matrices
      • Description
      • Example Problems
    • Least Squares
      • Description
      • Example Problems
    • Gram-Schmidt
      • Description
      • Example Problems
    • Basis
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    • Page Rank
  • Circuits
    • Circuit Basics
    • Capacitance
    • Nodal Analysis
    • Superposition
    • Thevenin and Norton
    • What, When, Where, and Why?
    • Op Amps
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  1. Linear Algebra

Least Squares

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Last updated 5 years ago

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What and why?

Sometimes, we receive erroneous or distorted data. This makes it impossible to find a function that goes through every single point. Consequently, we have to roughly estimate what the values should be by estimating a function that minimizes the squared distance between our function and the actual data.

Least squares curve

In this figure, there is no line that goes through all the data points. Consequently, we use least squares to create the best "estimate" for these points.