Prof. Dr. Irawati, MS.

Professor

Faculty of Mathematics and Natural Sciences
Institut Teknologi Bandung
Jl. Ganesa 10 Bandung, 40132, Indonesia
Email: irawati{at}math.itb.ac.id
Telepon: +62 (22) [2502545]
Fax: +62 (22) [2506450]

Pendidikan

1. Sarjana : Institut Teknologi Bandung, 1982
2. Magister : Institut Teknologi Bandung, 1984
3. Doktor : Institut Teknologi Bandung, 2004

Bidang Penelitian

Publikasi

1. Y. Zakiyyah, H. Garminia, M. Salman A.N., Irawati, The relation between eigenvalue and laplacian degree of complete tripartite hypergraphs, Far East Journal of Mathematical Sciences, 100:12, (2016), 1981-1987.
2. Misri, M.A., Garminia, H., Irawati, Astuti, P., A note on bézout modules, Far East Journal of Mathematical Sciences, 99 :11, (2016), 1723-1732. http://dx.doi.org/10.17654/MS099111723
3. K. Maryati, E.T. Baskoro, A.N.M. Salman, Irawati, On the path- (super) magicness of cycles with some pendants, Utilitas Math. 96 (2015), 319-330.
4. Maryati, T. K., Baskoro, E. T., Salman, A. N. M., & Irawati, On the path-(super) magicness of a cycle with some pendants, UTILITAS MATHEMATICA, 96, (2015), 319-330.
5. Fransiskus Fran, Irawati, The Condition for a Genetic Algebra to be a Special Train Algebra, Journal of Multidiciplinary Engineering Science and Technology (JMEST), 2:6, (2015), 1496-1500.
6. Suwastika, I. Muchtadi-Alamsyah, H. Garminia, and Irawati, Ore Extension over Generalized Asano Prime Rings, International Journal of Applied Mathematics and Statistics, 53-4 (2015), 116-124.
7. K. Maryati, E.T. Baskoro, Irawati, On the path- (super) magicness of cycles with some pendants, Utilitas Math. 2014
8. A. Misri, Irawati and H. Garminia, Generalization of Bezout Modules, Far East Journal of Mathematical Sciences Vol 72 Issue 1, 131-133, 2013
9. Faisal, Irawati, Muchtadi-Alamsyah, Auslander-Reiten Quiver of Nakayama Algebra type Dynkin Graph An, Journal of Mathematical and Fundamental Sciences, Vol 45 No.1, 1-16, 2013
10. Darmajid, I.Muchtadi-Alamsyah and Irawati, Polydule varieties over finite dimensional algebras, Proceeding International Conference on Mathematics, Statistics and Applications, 2012, PM5.
11. Astuti, H. Garminia, A.N.M. Salman and Irawati, Integral Complete r-Uniform Hypergraph and Sunflower Hypergraph, Far East Journal of Mathematical Sciences Vol 65 Issue 1 (2012) 87-96.
12. A. Misri, Irawati, H.Garminia, Cyclic and multiplication p-Bezout modules, International Journal of Algebra, Vol 6 no 23 (2012) 1117-1120
13. Astuti, A.N.M. Salman, H.Garminia and Irawati, The Properties of Some Coefficients of the Characteristics and the Laplacian Polynomial of a Hypergraph, International Journal of Contemporary Mathematical Sciences, Vol 7 no 21 (2012), 1029-1035.
14. A. Misri, Irawati and H. Garminia, Generalization of Bezout Modules, Far East Journal of Mathematical Sciences Vol 72 Issue 1, 131-133, 2013
15. Faisal, Irawati, I. Muchtadi-Alamsyah, Auslander-Reiten Quiver of Nakayama Algebra type Dynkin Graph An, ITB Journal of Science vol 45 A no.1, 1-18, 2013
16. Darmajid, I.Muchtadi-Alamsyah, Irawati, The Degenerations for Modules and Dual Modules, JP Journal of Algebra Number Theory and Applications Vol 26 Issue 1 (2012), 65-73.
17. Irawati, Purboyo TW, Developing Computer Program for Computing Eigenpairs of 2×2 Matrices and 3×3 Upper Triangular Matrices Using the Simple Algorithm, Far East Journal of Mathematical Sciences, (2011).
18. Irawati, The Generalization of HNP Ring and Finitely Generated Modules Over HNP Ring, International Journal of Algebra, 5:13, (2011).
19. Garminia, P. Astuti, Irawati, A Note on Dedekind Modules, International Journal of Algebra, 5:10, (2011).
20. K.Amir, P.Astuti, I. Muchtadi-Alamsyah, Irawati, On Maximal Orders and Factor Rings of Ore Extension over a Commutative Dedekind Domain, Far East Journal of Mathematical Sciences, 55:1, (2011).
21. Astuti, Irawati, I. Muchtadi, A.Muchlis, A. Akbar, Using the Algebra of Hypergraphs for the Reconstruction of Phylogenetic Trees, International Journal of Tomography and Statistics, vol 12 no F09 (2009) 105-110.

#—irawati@math.itb.ac.id—#