Fundamental matrix

The fundamental matrix describes

• in math
  • a system of n linearly independent solutions of a homogeneous linear differential equation of the nth order, see Fundamental System (Mathematics) ,
  • in the context of Markov chains, a matrix , where the entry describes the mean number of visits to at start in before an absorbing state is reached. ${\displaystyle M=(m_{i,j})}$ ${\displaystyle m_{i,j}}$ ${\displaystyle j}$ ${\displaystyle i}$
• in the field of computer vision, the epipolar geometry .

This is a disambiguation page for differentiating between several terms identified with the same word.