Chakraborty Santanu, Sengupta Chandana, Roy Kunal
Drug Theoretics and Cheminformatics Lab, Division of Medicinal and Pharmaceutical Chemistry, Department of Pharmaceutical Technology, Jadavpur University, Kolkata 700 032, India.
Bioorg Med Chem Lett. 2004 Sep 20;14(18):4665-70. doi: 10.1016/j.bmcl.2004.06.095.
An attempt has been made to explore selectivity requirements for cyclooxygenase-2 (COX-2) versus cyclooxygenase-1 (COX-1) binding of terphenyl methyl sulfones and sulfonamides using electrotopological state (E-state) index and suitable indicator parameters. Multiple linear regression analyses produced statistically acceptable equations: the best relation based on 'all-possible-subsets regression' for COX-1 binding (n=18) showed predicted variance and explained variance of 0.675 and 0.777, respectively, while in case of the best equation for COX-2 binding (n=38), these values rose to 0.842 and 0.874, respectively. For the selectivity relation (n=17), predicted variance and explained variance values were 0.601 and 0.687, respectively. Based on the results of the analyses, three important sites have been suggested: sites A (methylsulfonyl or aminosulfonyl moiety), B (central phenyl ring), and C (terminal phenyl ring containing different substituents). All three sites are important for COX-2 binding while sites B and C are important for COX-1 binding. For COX-2 selectivity, only site C plays an important role. The study shows the utility of E-state index in developing statistically acceptable model having direct physicochemical significance.
人们尝试利用电子拓扑状态(E-状态)指数和合适的指示参数,探究三联苯甲基砜和磺酰胺与环氧合酶-2(COX-2)和环氧合酶-1(COX-1)结合的选择性要求。多元线性回归分析得出了具有统计学意义的方程:基于“全可能子集回归”得到的COX-1结合(n = 18)的最佳关系显示,预测方差和可解释方差分别为0.675和0.777,而对于COX-2结合的最佳方程(n = 38),这些值分别升至0.842和0.874。对于选择性关系(n = 17),预测方差和可解释方差值分别为0.601和0.687。基于分析结果,提出了三个重要位点:位点A(甲基磺酰基或氨基磺酰基部分)、位点B(中央苯环)和位点C(含有不同取代基的末端苯环)。所有这三个位点对COX-2结合都很重要,而位点B和C对COX-1结合很重要。对于COX-2选择性,只有位点C起重要作用。该研究表明E-状态指数在建立具有直接物理化学意义的统计学可接受模型方面的实用性。