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A unified treatment for controllability/observability problems of partial differential equations of second order

机译:二阶偏微分方程可控性/可观测性问题的统一处理

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In this paper, a weighted identity for partial differential operators (a + ib) partt + Sigmaj, k =1 n partk (ajk partj), (a, b isin R), is established. By suitably choosing the parameters a and b, one may deduce all the known controllability/observability results for the parabolic, hyperbolic, Schrodinger and plate equations that are derived via Carleman estimate. Meanwhile, a new controllability/observability result is presented for the linearized complex Ginzburg-Landau equation
机译:本文针对偏微分算子(a + ib)part t + Sigma j,k = 1 n part k (a jk part j )(a,b isin R)被建立。通过适当地选择参数a和b,可以推导通过Carleman估计得出的抛物线,双曲,Schrodinger和板方程的所有已知可控性/可观察性结果。同时,给出了线性化复杂的Ginzburg-Landau方程的可控性/可观测性结果

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