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We design stabilized methods based on the variational multiscale decomposition of Darcy's problem.
In particular, for Darcyʼs problem we are able to design stabilized methods that yield optimal convergence both for the primal and the dual problems.
The new flow field design stabilized the cell at 95% of its initial performance compared to 60% when using the standard design.
We employed mammalian cell surface display to design stabilized Env trimers with affinity for germline-reverted precursors of PGT121-class supersite bnAbs.
By understanding and subsequently employing the tactics used by desiccation-tolerant extremophiles, it may be possible to design stabilized mammalian cell-based biosensors.
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In addition, the parameterization is useful to design stabilizing controllers.
We demonstrate how the results can be used to design stabilizing switched controllers.
Three methods are also proposed to design stabilizing controllers for the augmented linear time-delay system.
An approach to design stabilizing control laws for these kinds of periodic systems is outlined.
In this paper, we design stabilizing Dirichlet boundary feedback laws for heat equations with fading memory.
Our method only uses the position measurements of the STHM to design stabilizing controller.
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