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Indirubin-5-sulfonate Sale

目录号 : GC36313

Indirubin-5-sulfonate 是周期蛋白依赖性激酶(CDK) 的抑制剂,对CDK1/cyclin B、CDK2/cyclin A、CDK2/cyclin E、CDK4/cyclin D1 和CDK5/p35 的IC50 值分别为55 nM、35 nM、150 nM、300 nM 和 65 nM。Indirubin-5-sulfonate 同样能抑制GSK-3β 的活性。

Indirubin-5-sulfonate Chemical Structure

Cas No.:244021-67-8

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产品描述

Indirubin-5-sulfonate is a cyclin-dependent kinase (CDK) inhibitor, with IC50 values of 55 nM, 35 nM, 150 nM, 300 nM and 65 nM for CDK1/cyclin B, CDK2/cyclin A, CDK2/cyclin E, CDK4/cyclin D1, and CDK5/p35, respectively[1]. Indirubin-5-sulfonate also shows inhibitory activity against GSK-3β[2]. Cdk1/cyclin B|55 nM (IC50)|cdk2/cyclin A|35 nM (IC50)|CDK2/cyclinE|150 nM (IC50)|Cdk4/cyclin D1|300 nM (IC50)|CDK5/p35|65 nM (IC50)|GSK-3β

[1]. Hoessel R, et al. Indirubin, the active constituent of a Chinese antileukaemia medicine, inhibits cyclin-dependent kinases. Nat Cell Biol. 1999 May;1(1):60-7. [2]. Leclerc S, et al. Indirubins inhibit glycogen synthase kinase-3 beta and CDK5/p25, two protein kinases involved in abnormal tau phosphorylation in Alzheimer's disease. A property common to most cyclin-dependent kinase inhibitors• J Biol Chem. 2001 Jan 5;276(1):251-60.

Chemical Properties

Cas No. 244021-67-8 SDF
Canonical SMILES O=S(C1=CC2=C(NC(/C2=C3NC4=C(C=CC=C4)C/3=O)=O)C=C1)(O)=O
分子式 C16H10N2O5S 分子量 342.33
溶解度 Soluble in DMSO 储存条件 Store at -20°C
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1 mM 2.9212 mL 14.6058 mL 29.2116 mL
5 mM 0.5842 mL 2.9212 mL 5.8423 mL
10 mM 0.2921 mL 1.4606 mL 2.9212 mL
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Research Update

Application and Comprehensive Analysis of Neighbor Approximated Information Theoretic Configurational Entropy Methods to Protein-Ligand Binding Cases

J Chem Theory Comput 2020 Dec 8;16(12):7581-7600.PMID:33190491DOI:10.1021/acs.jctc.0c00764.

The binding entropy is an important thermodynamic quantity which has numerous applications in studies of the biophysical process, and configurational entropy is often one of the major contributors in it. Therefore, its accurate estimation is important, though it is challenging mostly due to sampling limitations, anharmonicity, and multimodality of atomic fluctuations. The present work reports a Neighbor Approximated Maximum Information Spanning Tree (A-MIST) method for conformational entropy and presents its performance and computational advantage over conventional Mutual Information Expansion (MIE) and Maximum Information Spanning Tree (MIST) for two protein-ligand binding cases: Indirubin-5-sulfonate to Plasmodium falciparum Protein Kinase 5 (PfPK5) and P. falciparum RON2-peptide to P. falciparum Apical Membrane Antigen 1 (PfAMA1). Important structural regions considering binding configurational entropy are identified, and physical origins for such are discussed. A thorough performance evaluation is done of a set of four entropy estimators (Maximum Likelihood (ML), Miller-Madow (MM), Chao-Shen (CS), and James and Stein shrinkage (JS)) with known varying degrees of sensitivity of the entropy estimate on the extent of sampling, each with two schemes for discretization of fluctuation data of Degrees of Freedom (DFs) to estimate Probability Density Functions (PDFs). Our comprehensive evaluation of influences of variations of parameters shows Neighbor Approximated MIE (A-MIE) outperforms MIE in terms of convergence and computational efficiency. In the case of A-MIE/MIE, results are sensitive to the choice of root atoms, graph search algorithm used for the Bond-Angle-Torsion (BAT) conversion, and entropy estimator, while A-MIST/MIST are not. A-MIST yields binding entropy within 0.5 kcal/mol of MIST with only 20-30% computation. Moreover, all these methods have been implemented in an OpenMP/MPI hybrid parallel C++11 code, and also a python package for data preprocessing and entropy contribution analysis is developed and made available. A comparative analysis of features of current implementation and existing tools is also presented.