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IOSR Journal of Applied Chemistry (IOSR-JAC)
e-ISSN: 2278-5736.Volume 10, Issue 5 Ver. I (May. 2017), PP 20-22
www.iosrjournals.org
DOI: 10.9790/5736-1005012022 www.iosrjournals.org 20 |Page
Studies on Anti-Inflammation Activity of Phenols Using Newly
Introduced Balaban Indices
Dipika Sharma1
, Priyanka Mukadam2
School of Chemistry and Biochemistry, Vikram University, Ujjain, India
Abstract: The interated ‘sum’ versus ‘product’ operation concept recently introduced by Balaban-Khadikar-
Sufia yielding newly introduced F and G indices, has been used for proposing most significant QSAR model for
modeling anti inflammatory activity of phenol. Results are discussed on the basis of well known statistical
parameters.
Keywords: QSAR, anti inflammatory activity, phenols
I. Introduction
Inflammation is a complex and dynamic biological process generally described as the characteristic
response of animal tissue to injury. Certain coordinal signs of inflammation namely redness, heat, swelling and
pain were clearly recognized [1-2].The search for an anti-inflammatory remedy in modern time was masked by
the introduction of sulicin for the treatment of acute rheumatism. During the last-two decade’s corticosteroids
and non-steroidal agents have provided much relief to suffer of the disorders caused by inflammation.
New drugs with still better relief giving potential are synthesized applying the application of
mathematical concept called graph theory and topology [3]. All such new compounds are possible to prepare
applying combinatory and throughout chemistry [4]. Such new synthesis is possible by the correlation analysis,
in that correlation is investigated by correlating the activity with topological indices5. Needless to state that
topological index is a numerical representation of molecular structure [5-6]. Hence, quantitative structure-
activity relationship (QSAR) is only possible using topological indices as molecular descriptors. In the present
study we have attempted QSAR study on the modeling of anti-inflammatory activity of phenols (Table 1) using
regression analysis. In view of this we have for the first-time used the new topological indices developed by
Balaban-Khadikar-Sufia. These indices (F and G) are the ‘Shape’ indices and therefore we can use them for
investigating the influence of ‘Shape’ on anti-inflammatory activity. In addition, we have also used the well-
known Balaban J index [7-10]. This J index is supposed to be most discriminating index known and
developed in chemical graph theory.
II. Result And Discussion
Studies on Anti-Inflammation Activity of Phenols Using Newly Introduced Balaban Indices
DOI: 10.9790/5736-1005012022 www.iosrjournals.org 21 |Page
III. Figures And Tables
Table 1: The phenols and their anti-inflammatory activity (–log1/IC50).
Studies on Anti-Inflammation Activity of Phenols Using Newly Introduced Balaban Indices
DOI: 10.9790/5736-1005012022 www.iosrjournals.org 22 |Page
Fig 1:-. Correlation of observed and predicted anti-inflammatory activity using one-variable model
IV. Conclusion
The results obtained indicate that the newly introduced G index can be successfully used for modeling
anti-inflammatory activity of phenols. The negative coefficient of G indicates that the lowering of shape
increases anti-inflammatory activity of phenols.
Acknowledgement
The authors are thankful to Professor B.K. Mehta (Vikram Universi ty) & Late Dr. P.V. Khadikar (DAVV) for
providing necessary guidance.
Reference
[1]. Topliss, J.G.; Edward, R.P. Chance factor in studies of quantitative Structure Activity Relationships. J. Med. Chem., 1979, 22,
pp.1238-1244.
[2]. Minailiuc, O.M.; Katona, G.; Diudea, M.V.; Strunje, M.; Graovac, A.; Gutman, I. Szeged Fragmental Indices. Croatica Chemica
Acta, 1998, 71 (3), pp.473-488.
[3]. Kier, L.B.; Hall, L.H. The nature of structure–activity relationships and their relation to molecular connectivity. Eur. J. Med. Chem.,
1977, 12, pp.307-312.
[4]. Rabinovitz, J.L.; Myerson, R.M.; Topics in Medicinal Chemistry, Wiley, New York, 1967.
[5]. Gutman, I.; Klavzar, S. An algorithm for the calculation of the Szeged index of benzenoid hydrocarbons. Journal of Chemical
Information and Computer Sciences, 1995, 35 (6), pp.1011-1014.
[6]. Pogliani, L. From molecular connectivity indices to semiempirical connectivity terms: Recent trends in graph theoretical
descriptors. Chemical Reviews, 2000, 100 (10), pp. 3827-3858.
[7]. Sharma, V.; Karmarkar, S.; Thakral, G.S.; Khadikar, P.V. Estimation of the anti-inflammatory activity of phenols by Szeged index
(Sz). Nat. Acad. Sci. Letters, 2000, 23, pp. 5-6.
[8]. Khadikar, P.V.; Phadnis, A.; Shrivastava, A. QSAR study on toxicity to aqueous organisms using the PI index. Bioorganic and
Medicinal Chemistry, 2002, 10 (4), pp. 1181-1188.
[9]. Balaban, A.T.; Khadikar, P.V.; Aziz, S. Comparison of Topological Indices Based on Iterated ‘Sum’ versus ‘Product’ Operations.
Iranian. J. Math. Chem., 2010, 1, pp. 43-60.
[10]. Balaban, A.T. Highly discriminating distance-based topological index. Chem. phys. Lett., 1982, 80, pp. 399-404.

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Anti-Inflammation Activity of Phenols Using Newly Introduced Balaban Indices

  • 1. IOSR Journal of Applied Chemistry (IOSR-JAC) e-ISSN: 2278-5736.Volume 10, Issue 5 Ver. I (May. 2017), PP 20-22 www.iosrjournals.org DOI: 10.9790/5736-1005012022 www.iosrjournals.org 20 |Page Studies on Anti-Inflammation Activity of Phenols Using Newly Introduced Balaban Indices Dipika Sharma1 , Priyanka Mukadam2 School of Chemistry and Biochemistry, Vikram University, Ujjain, India Abstract: The interated ‘sum’ versus ‘product’ operation concept recently introduced by Balaban-Khadikar- Sufia yielding newly introduced F and G indices, has been used for proposing most significant QSAR model for modeling anti inflammatory activity of phenol. Results are discussed on the basis of well known statistical parameters. Keywords: QSAR, anti inflammatory activity, phenols I. Introduction Inflammation is a complex and dynamic biological process generally described as the characteristic response of animal tissue to injury. Certain coordinal signs of inflammation namely redness, heat, swelling and pain were clearly recognized [1-2].The search for an anti-inflammatory remedy in modern time was masked by the introduction of sulicin for the treatment of acute rheumatism. During the last-two decade’s corticosteroids and non-steroidal agents have provided much relief to suffer of the disorders caused by inflammation. New drugs with still better relief giving potential are synthesized applying the application of mathematical concept called graph theory and topology [3]. All such new compounds are possible to prepare applying combinatory and throughout chemistry [4]. Such new synthesis is possible by the correlation analysis, in that correlation is investigated by correlating the activity with topological indices5. Needless to state that topological index is a numerical representation of molecular structure [5-6]. Hence, quantitative structure- activity relationship (QSAR) is only possible using topological indices as molecular descriptors. In the present study we have attempted QSAR study on the modeling of anti-inflammatory activity of phenols (Table 1) using regression analysis. In view of this we have for the first-time used the new topological indices developed by Balaban-Khadikar-Sufia. These indices (F and G) are the ‘Shape’ indices and therefore we can use them for investigating the influence of ‘Shape’ on anti-inflammatory activity. In addition, we have also used the well- known Balaban J index [7-10]. This J index is supposed to be most discriminating index known and developed in chemical graph theory. II. Result And Discussion
  • 2. Studies on Anti-Inflammation Activity of Phenols Using Newly Introduced Balaban Indices DOI: 10.9790/5736-1005012022 www.iosrjournals.org 21 |Page III. Figures And Tables Table 1: The phenols and their anti-inflammatory activity (–log1/IC50).
  • 3. Studies on Anti-Inflammation Activity of Phenols Using Newly Introduced Balaban Indices DOI: 10.9790/5736-1005012022 www.iosrjournals.org 22 |Page Fig 1:-. Correlation of observed and predicted anti-inflammatory activity using one-variable model IV. Conclusion The results obtained indicate that the newly introduced G index can be successfully used for modeling anti-inflammatory activity of phenols. The negative coefficient of G indicates that the lowering of shape increases anti-inflammatory activity of phenols. Acknowledgement The authors are thankful to Professor B.K. Mehta (Vikram Universi ty) & Late Dr. P.V. Khadikar (DAVV) for providing necessary guidance. Reference [1]. Topliss, J.G.; Edward, R.P. Chance factor in studies of quantitative Structure Activity Relationships. J. Med. Chem., 1979, 22, pp.1238-1244. [2]. Minailiuc, O.M.; Katona, G.; Diudea, M.V.; Strunje, M.; Graovac, A.; Gutman, I. Szeged Fragmental Indices. Croatica Chemica Acta, 1998, 71 (3), pp.473-488. [3]. Kier, L.B.; Hall, L.H. The nature of structure–activity relationships and their relation to molecular connectivity. Eur. J. Med. Chem., 1977, 12, pp.307-312. [4]. Rabinovitz, J.L.; Myerson, R.M.; Topics in Medicinal Chemistry, Wiley, New York, 1967. [5]. Gutman, I.; Klavzar, S. An algorithm for the calculation of the Szeged index of benzenoid hydrocarbons. Journal of Chemical Information and Computer Sciences, 1995, 35 (6), pp.1011-1014. [6]. Pogliani, L. From molecular connectivity indices to semiempirical connectivity terms: Recent trends in graph theoretical descriptors. Chemical Reviews, 2000, 100 (10), pp. 3827-3858. [7]. Sharma, V.; Karmarkar, S.; Thakral, G.S.; Khadikar, P.V. Estimation of the anti-inflammatory activity of phenols by Szeged index (Sz). Nat. Acad. Sci. Letters, 2000, 23, pp. 5-6. [8]. Khadikar, P.V.; Phadnis, A.; Shrivastava, A. QSAR study on toxicity to aqueous organisms using the PI index. Bioorganic and Medicinal Chemistry, 2002, 10 (4), pp. 1181-1188. [9]. Balaban, A.T.; Khadikar, P.V.; Aziz, S. Comparison of Topological Indices Based on Iterated ‘Sum’ versus ‘Product’ Operations. Iranian. J. Math. Chem., 2010, 1, pp. 43-60. [10]. Balaban, A.T. Highly discriminating distance-based topological index. Chem. phys. Lett., 1982, 80, pp. 399-404.