我知道Brouwer的定點定點
但不太清楚下面的題目要如何著手
希望大家能幫忙 謝謝
Let A be a n*n martix with all entries strictly positive.
Use Brouwer's fix-point theorem to show that there is a
number λ> 0 and vector x > 0 such that Ax = λx.
我知道Brouwer的定點定點
但不太清楚下面的題目要如何著手
希望大家能幫忙 謝謝
Let A be a n*n martix with all entries strictly positive.
Use Brouwer's fix-point theorem to show that there is a
number λ> 0 and vector x > 0 such that Ax = λx.