以一维水温模型为例，利用伴随算子法进行海洋观测数据同化，以便给水温的数值预报提供一个较准确的初始场。
To carry out the data assimilation of sea temperature observations the adjoint method is applied, which can provide an accurate initial temperature field for numerical prediction.
最后讨论40个算子对构成伴随对的情况。
Finally, 40 operator pairs constitute adjoint pairs or not are discussed.
本文刻画了整环上的全矩阵空间、对称矩阵空间和上三角矩阵空间上保持伴随矩阵的线性算子的结构。
In this paper, we characterize the linear operators preserving adjoint matrices on the Spaces of all matrices, symmetric matrices and upper triangular matrices over domain.
最后还证明了幂等算子和它的伴随是相似的。
In the end we prove that idempotent operator is similar to its adjoint.
最后还证明了幂等算子和它的伴随是相似的。
In the end we prove that idempotent operator is similar to its adjoint.
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