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In control theory, we may need to find out whether or not a system such as is observable, where , , and are, respectively, , , and matrices. One of the many ways one can achieve such goal is by the use of the Observability Gramian.

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  • قابلية ملاحظة لجرايمان (ar)
  • Matrice gramiana di osservabilità (it)
  • Observability Gramian (en)
  • 可观测性格拉姆矩阵 (zh)
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  • في نظرية التحكم، تستخدم قابلية الملاحظة لجرايمان في تحديد هل النظام الخطي قابل للملاحظة أم لا. ولأي نظام خطي: (ar)
  • In control theory, we may need to find out whether or not a system such as is observable, where , , and are, respectively, , , and matrices. One of the many ways one can achieve such goal is by the use of the Observability Gramian. (en)
  • Nella teoria del controllo, la matrice gramiana di osservabilità è una matrice di Gram usata per determinare se un sistema dinamico è osservabile. Dato un sistema lineare invariante rispetto al tempo asintoticamente stabile: la matrice gramiana di osservabilità è definita come Il sistema è osservabile se e solo se la sua matrice gramiana di osservabilità è definita positiva. La matrice gramiana di osservabilità può anche essere calcolata risolvendo la seguente : (it)
  • 控制理論中，可观测性格拉姆矩阵（Observability Gramian）是用來判斷線性動態系統是否可觀測的格拉姆矩阵。 若針對以下的線性時變系統 可观测性格拉姆矩阵為 , 其中為狀態轉換矩陣 系統在具有可觀測性，若且唯若為非奇異矩陣， (zh)
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  • في نظرية التحكم، تستخدم قابلية الملاحظة لجرايمان في تحديد هل النظام الخطي قابل للملاحظة أم لا. ولأي نظام خطي: (ar)
  • In control theory, we may need to find out whether or not a system such as is observable, where , , and are, respectively, , , and matrices. One of the many ways one can achieve such goal is by the use of the Observability Gramian. (en)
  • Nella teoria del controllo, la matrice gramiana di osservabilità è una matrice di Gram usata per determinare se un sistema dinamico è osservabile. Dato un sistema lineare invariante rispetto al tempo asintoticamente stabile: la matrice gramiana di osservabilità è definita come Il sistema è osservabile se e solo se la sua matrice gramiana di osservabilità è definita positiva. La matrice gramiana di osservabilità può anche essere calcolata risolvendo la seguente : (it)
  • 控制理論中，可观测性格拉姆矩阵（Observability Gramian）是用來判斷線性動態系統是否可觀測的格拉姆矩阵。 若針對以下的線性時變系統 可观测性格拉姆矩阵為 , 其中為狀態轉換矩陣 系統在具有可觀測性，若且唯若為非奇異矩陣， (zh)
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