举例 例13.3L、:d “(出)如=一一:∠ 当和都满足和例13.1同样的边界条件 0(a)=0(6)时 ()= 自伴算符 C. S. Wu 第十三讲分离变量法总
Eigenproblem of Sturm-Liouville Eqn Method of Separation of Variables . . . Eigenproblem of Self-Adjiont Operators Eigenproblem of Sturm-Liouville Eqn Degeneration in Eigenproblem of S-L Eqn Þ~ ~13.3 L = i d dx Z b a v ∗ i du dx dx = iv ∗u b a − i Z b a dv ∗ dx udx uÚvÑ÷vÚ~13.1Ó>.^ y(a) = y(b) Z b a v ∗ i du dx dx = Z b a d(iv) dx ∗ udx ¤±i d dx ´gÎ C. S. Wu 1nù ©lCþ{o(
举例 例13.3L、:d du d x=ivu -i uda 当u和都满足和例13.1同样的边界条件 v(a)=y(b)时 d ud ar d 所以是自伴算符 C. S. Wu 第十三讲分离变量法总
Eigenproblem of Sturm-Liouville Eqn Method of Separation of Variables . . . Eigenproblem of Self-Adjiont Operators Eigenproblem of Sturm-Liouville Eqn Degeneration in Eigenproblem of S-L Eqn Þ~ ~13.3 L = i d dx Z b a v ∗ i du dx dx = iv ∗u b a − i Z b a dv ∗ dx udx uÚvÑ÷vÚ~13.1Ó>.^ y(a) = y(b) Z b a v ∗ i du dx dx = Z b a d(iv) dx ∗ udx ¤±i d dx ´gÎ C. S. Wu 1nù ©lCþ{o(
举例 例13.3L、:d du d x=ivu -i uda 当u和都满足和例13.1同样的边界条件 v(a)=y(b)时 d ud ar d d 所以i,是自伴算符 C. S. Wu 第十三讲分离变量法总
Eigenproblem of Sturm-Liouville Eqn Method of Separation of Variables . . . Eigenproblem of Self-Adjiont Operators Eigenproblem of Sturm-Liouville Eqn Degeneration in Eigenproblem of S-L Eqn Þ~ ~13.3 L = i d dx Z b a v ∗ i du dx dx = iv ∗u b a − i Z b a dv ∗ dx udx uÚvÑ÷vÚ~13.1Ó>.^ y(a) = y(b) Z b a v ∗ i du dx dx = Z b a d(iv) dx ∗ udx ¤±i d dx ´gÎ C. S. Wu 1nù ©lCþ{o(
讨论 算符的自伴性,总是和一定的函数空间联系在 起的 通常,我们总是要求
Eigenproblem of Sturm-Liouville Eqn Method of Separation of Variables . . . Eigenproblem of Self-Adjiont Operators Eigenproblem of Sturm-Liouville Eqn Degeneration in Eigenproblem of S-L Eqn ?Ø Îg5§o´Ú½¼êméX3 å Ï~§·o´¦ C. S. Wu 1nù ©lCþ{o(
讨论 算符的自伴性,总是和一定的函数空间联系在 起的 通常,我们总是要求 ·函数定义在给定的区间上
Eigenproblem of Sturm-Liouville Eqn Method of Separation of Variables . . . Eigenproblem of Self-Adjiont Operators Eigenproblem of Sturm-Liouville Eqn Degeneration in Eigenproblem of S-L Eqn ?Ø Îg5§o´Ú½¼êméX3 å Ï~§·o´¦ • ¼ê½Â3½«mþ C. S. Wu 1nù ©lCþ{o(