DrugMap: A quantitative pan-cancer analysis of cysteine ligandability
Mariko Takahashi, Harrison B. Chong, Siwen Zhang, Tzu-yi Yang et autres
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Mariko Takahashi, Harrison B. Chong, Siwen Zhang, Tzu-yi Yang et autres
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Mariko Takahashi, Harrison B. Chong, Siwen Zhang, Matthew J. Lazarov et autres
Abstract Cysteine-focused chemical proteomic platforms have accelerated the clinical development of covalent inhibitors of a wide-range of targets in cancer. However, how different oncogenic contexts influence cysteine targeting remains unknown. To address this question, we have developed DrugMap , an atlas of …
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Melissa Chase, Alexander Healy, Anna Lysyanskaya, Tal Malkin et autres
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Steven J. Gortler, Alexander Healy, Dylan P. Thurston
A $d$-dimensional {\it framework} is a graph and a map from its vertices to~${\Bbb E}^d$. Such a framework is {\it globally rigid} if it is the only framework in ${\Bbb E}^d$ with the same graph and edge lengths, up to rigid motions. …
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Shafi Goldwasser, Dan Gutfreund, Alexander Healy, Tali Kaufman et autres
Program checking, program self-correcting and program self-testing were pioneered by [Blum and Kannan] and [Blum, Luby and Rubinfeld] in the mid eighties as a new way to gain confidence in software, by considering program correctness on an input by input basis rather …
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Steven J. Gortler, Alexander Healy, Dylan P. Thurston
A d-dimensional framework is a graph and a map from its vertices to E^d. Such a framework is globally rigid if it is the only framework in E^d with the same graph and edge lengths, up to rigid motions. For which underlying …
Shafi Goldwasser, Dan Gutfreund, Alexander Healy, Tali Kaufman et autres
We develop a general approach for improving the efficiency of a computationally bounded receiver interacting with a powerful and possibly malicious sender. The key idea we use is that of delegating some of the receiver's computation to the (potentially malicious) sender. This …
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We construct a randomness-e‐cient averaging sampler that is computable by uniform constantdepth circuits with parity gates (i.e., in uniform AC 0 [']). Our sampler matches the parameters achieved by random walks on constant-degree expander graphs, allowing us to apply a variety expander-based …
Alexander Healy, Emanuele Viola
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Alexander Healy, Salil Vadhan, Emanuele Viola
We revisit the problem of hardness amplification in $\mathcal{NP}$, as recently studied by O'Donnell [J. Comput. System Sci., 69 (2004), pp. 68-94]. We prove that if $\mathcal{NP}$ has a balanced function f such that any circuit of size $s(n)$ fails to compute …
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