1. Anitha, N. and K. Tamilvanan, 2017. Isomorphism and anti-isomorphism in Q-fuzzy translation of Q-fuzzy ternary subhemiring of a hemiring. Int. J. Innov. Res. Sci. Eng. Technol., 6: 12650-12655.
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2. Anitha, N. and J. Venkatesan, 2017. Anti-fuzzy soft subhemiring of a hemiring. Int. J. Math. Trends Technol., 47: 158-162.
3. Gandhimathi, T., N. Anitha and M. Latha, 2016. Application of intuitionistic fuzzy matrix in document retrieval systems. Int. J. Applied Pure Sci. Agric., 2: 138-145.
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4. Palaniappan, N. and K. Arjunan, 2015. Some properties of intuitionistic fuzzy subgroups. Int. J. Multidisciplinary Res. Rev., 1: 260-263.
5. Latha, M. and N. Anitha, 2015. Isomorphism and antiisomorphism in (S, Q)-fuzzy translation of (S, Q)-fuzzy subhemirings of a hemiring. Int. J. Applied Res., 1: 1011-1014.
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6. Latha, M. and N. Anitha, 2015. Homomorphism and antihomomorphism in interval valued Q-fuzzy subhemirings of a hemiring. Int. J. Math. Arch., 6: 25-29.
7. Latha, M. and N. Anitha, 2015. Homomorphism and anti-homomorphism in interval valued (S,Q) fuzzy subhemirings of a hemiring. Int. J. Sci. Technol. Human., 3: 90-94.
8. Latha, M. and N. Anitha, 2015. Anti (S, Q)-fuzzy subhemirings of a hemiring. Int. J. Applied Res., 1: 465-468.
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9. Latha, M. and N. Anitha, 2015. Anti (Q, L)-fuzzy subhemirings of a hemiring. J. Adv. Math., 11: 5184-5188.
10. Anitha, N., 2015. Level set of intuitiontistic fuzzy subhemirings of a hemiring. Int. J. Eng. Technol. Sci., 2: 124-128.
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11. Anitha, N., 2015. Intuitiontistic q-fuzzy subhemirings of a hemiring. Int. J. Eng. Technol. Sci., 2: 70-73.
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12. Anitha, N., 2015. Homomorphism and anti homomorphism in interval valued Q-L fuzzy subhemirings of a hemiring. Global J. Res. Anal., 4: 389-395.
13. Anitha, N. and K. Arjunan, 2013. Q-fuzzy normal subhemirings of a hemiring. Asian J. Curr. Eng. Math., 1: 61-63.
14. Anitha, N. and K. Arjunan, 2012. Notes on intuitionistic fuzzy subhemirings of a hemiring. Int. J. Math. Arch., 3: 1850-1853.
15. Anitha, N. and K. Arjunan, 2012. Isomorphism and anti-isomorphism in Q-fuzzy translation of Q-fuzzy subhemirings of a hemiring. Int. J. Eng. Res. Applic., 2: 942-945.
16. Anitha, N. and K. Arjunan, 2011. Notes on intuitionistic fuzzy ideals of a hemiring. Applied Math. Sci., 5: 3393-3402.
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