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  1. Why is it called "Orthogonal Projection"? Why not just "Projection"?

    Orthogonal Projection Now imagine that the plane (and the vector) are rotated slightly to the left, both the vector and its projection still lie on the plane, but the plane is no longer perpendicular …

  2. linear algebra - Orthogonal projection of a point onto a line ...

    Jul 28, 2017 · I wanted to find a direct equation for the orthogonal projection of a point (X,Y) onto a line (y=mx+b). I will refer to the point of projection as as $ (X_p,Y_p)$.

  3. Eigenvalues and eigenvectors for orthogonal projection

    Apr 27, 2015 · The case $\lambda=1$ is the case when the orthogonal projection leaves a vector unchanged, which occurs exactly when the vector lies in the space we are projecting onto. …

  4. linear algebra - Orthogonal projection on the Hilbert space ...

    Orthogonal projection on the Hilbert space . Ask Question Asked 12 years, 9 months ago Modified 12 years, 9 months ago

  5. Orthogonal Projection - Mathematics Stack Exchange

    If you draw a non-orthogonal projection onto a line in the plane along with its Im, Ker and Ker^\bot, you'll see quite quickly what's going to go wrong with the second condition you have. …

  6. linear algebra - Orthogonal projection of a point to plane ...

    Aug 7, 2018 · The projection of $P$ is the intersection of the plane defined by the three points and the line through $P$ orthogonal to the plane—parallel to the plane’s normal.

  7. How to find orthogonal projection of vector on a subspace?

    How to find orthogonal projection of vector on a subspace? Ask Question Asked 11 years, 3 months ago Modified 8 years, 4 months ago

  8. Orthogonal Projection Proof - Mathematics Stack Exchange

    Orthogonal Projection Proof Ask Question Asked 12 years, 11 months ago Modified 12 years, 11 months ago

  9. Operator norm of orthogonal projection - Mathematics Stack …

    Operator norm of orthogonal projection Ask Question Asked 11 years, 5 months ago Modified 2 years, 8 months ago

  10. How do I find Orthogonal Projection given two Vectors?

    If that's the case, then yes, I would like to know how to find the orthogonal projection onto the plane the two vectors generate.