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As an alternative, Dead-End Elimination (DEE; Desmet et al., 1992; Gordon et al., 2003) is a provably accurate deterministic algorithm that efficiently reduces the mutation/conformation search space, while enjoying provable guarantees with respect to the GMEC.
We present the first efficient and provably accurate approximate filtering algorithm for structured multivariate stochastic processes that evolve over time.
Depending on the measurement matrix Φ, recovery of sparse signals can be provably accurate, even in noise.
Yet Ethereum, a blockchain protocol that allows arbitrarily complex financial transactions to be encoded by anyone and executed in a provably accurate manner by a distributed network, has seen a de minimis amount of VC investment.
Our method tackles this problem for large networks while providing a provably accurate result.
We further derive a dead-end elimination (DEE -based criterion for pruning canDEE -basedamers that, in criterionto previous DEE algorithms, is provably accurate with backrub motions.
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In this project, researchers are developing a set of provably-accurate single-pass algorithms for numerical linear algebra.
However, when the protein design process incorporates rotameric energy minimization, DEE is no longer provably-accurate.
Further, we have presented provably-accurate improvements to both the DEE and MinDEE criteria.
The scheme is provably second-order accurate in regions requiring positivity enforcement and higher order in the rest of domain.
NSSUS is a multi-block structured code with a provably stable and accurate numerical discretization which uses a vertex-based finite-difference method.
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