Faculty Profile

Md Rashed Talukder, PhD

Professor

Contact Information

  • Office Address: Professor Institute of Shahjalal University of Science and Technology, Sylhet-3114, Bangladesh
  • Phone: +8801712239309
  • Email: r.talukder-mat@sust.edu

Biography

Name : Md. Rashed Talukder
Nationality : Bangladeshi
Corresponding Address : Department of Mathematics, Shahjalal University of Science and Technology, Sylhet 3114, BANGLADESH.
Present Address : 47/5 Prantik, Mia Fazil Chist, Subid Bazar, Sylhet 3100.
Permanent Address : Vill: Yousufdia, Post: Tugoldia, Upzila: Shaltha, Dist: Faridpur
Email : rashed_math@yahoo.com, r.talukder-mat@sust.edu
Phone : Office: +88-0821-714479 Ext 264
Mobile : +88-01712239309

Present Positions:
o Professor, Department of Mathematics, Shahjalal University of Science and Technology, Sylhet (07.10.2007-)

Previous Positions:
o Dean, School of Physical Sciences (15.02.2021-14.02.2023).
o Director, Student Counseling and Guidance (24.06.2015-02.03.2021)
o President, Shahjalal University Teachers Association (SUTA) (2020)
o Head of the Department (01.10.2012-30/09/2015), Department of Mathematics, SUST.
o Head of the Department (28.07.2017-27/07/2020), Department of Oceanography, SUST.
• Proctor (14.02.2016—08.12.2016), SUST
• Provost (12.03.2009—04.07.2010), Bangabandhu Sheikh Mujibur Rahman Hall, SUST

Education

  • Ph.D. in Mathematics (2002), La Trobe University, Australia
  • M.Sc. in Pure Mathematics (1989), Rajshahi University, Bangladesh
  • B.Sc. (Hons) in Mathematics (1988), Rajshahi University, Bangladesh
  • H.S.C. (1984), Dhaka City College, Dhaka.
  • S.S.C. (1982), Bilnalia Moyzuddin High School, Nagarkanda, Faridpur.

Research Interests

  • Lattice Theory, Semilattice Theory, Natural dualities of lattice based algebras, Ordered Sets.

Active Research Project

  • Title of the Project: Fuzziness in Heyting Algebras (2022-23)

Previous Research Project

  • Principal Investigator of a project funded by University Research Centre for the year 2014-15.
  • Principal Investigator of a project received from Ministry of Science and Information and Communication Technology, Government of the People’s Republic of Bangladesh, for the year 2013.
  • Principal Investigator of a project funded by University Research Centre for the year 2012-13.
  • Principal Investigator of a project received from Ministry of Science and Information and Communication Technology, Government of the People’s Republic of Bangladesh, for the year 2011.
  • Translating Ocean into Economics: Modelling marine spatial planning scenarios for Blue Economy development in the northern Bay of Bengal, funded by University Research Centre, SUST for the year 2018-21.

Journal Publish

  • 1. M.R. Talukder, H.S. Chakraborty and S.N. Begum, -ideals of a 0-distributive semilattice. Afrika Matematika, Springer Nature, 32 (2021) 419–429.
  • 2. M.R. Talukder and R.C. Gope, 0-distributive Normal Join Semilattices, Southeast Asian Bull. Math., 45 (2021), 263–272.
  • 3. S. U. Mohammad and M. R. Talukder, Interpretations of Kronecker Product and Ordinal Product of Poset Matrix, International Journal of Mathematics and Computer Science, 16 (2021), no. 4, 1665–1681.
  • 4. 4. S. U. Mohammad and M. R. Talukder, Poset matrix and recognition of series-parallel posets, International Journal of Mathematics and Computer Science,15 (2020), no. 1, 107-125.
  • 5. C. Nag, S.N. Begum and M.R. Talukder, Epimorphic Image of P-ideals of P-algebras, SUST Journal of Science and Technology, SUST Journal of Science and Technology, Vol. 30, No. 1, (2020), 1--4.
  • 6. 5. C. Nag, S.N. Begum and M.R. Talukder, Annihilator Ideals in 0-distributive Lattices, SUST Journal of Science and Technology, Vol. 29, No. 2, (2019), 48--51.
  • 7. C. Nag, S.N. Begum and M.R. Talukder, P-ideals and p-filters of a p-algebras, Southeast Asian Bull. Math., 42 (2018), 411–424.
  • 8. S.N. Begum, C. Nag and M.R. Talukder, Kernel ideals and cokernel filters of a p-algebra, Acta Math. Hung. 154 Issue 2 (2018), 279-288.
  • 9. C. Nag, S.N. Begum and M.R. Talukder, Some Characterizations of subclasses of p-algebras, Southeast Asian Bull. Math., 41 (2017), 535–546.
  • 10. S.M. Omar Faruk and M.R. Talukder, A natural duality for the variety generated by a Boolean algebra: An application of the multi-carried piggyback duality theory, SUST Journal of Science and Technology, 27, No. 1, (2017), 39-48..
  • 11. C. Nag, S.N. Begum and M.R. Talukder, A note on Normal and Comaximal Lattices, Thamasat International Journal of Science and Technology, 21 (1), (2016), 1-5.
  • 12. Chakraborty, H.S., Talukder M.R., Some Characterizations of 0-Distributive Semilattices. Bulletin of the Malaysian Mathematical Society, 37 (4), (2014) 1103-1110.
  • 13. Begum, S. N., Noor, A.S.A. and Talukder, M.R., Kernel Ideals of a Stone JP-semilattice Acta Math. Hung., 140, (1-2), (2013), 1-11.
  • 14. C. Nag, S.N. Begum, and M.R. Talukder, Separation Theorem for p-ideals of a p-algebra. SUST Journal of Science and Technology, 16, No.2, (2012), 57-61.
  • 15. Talukder, M. R., Mamun, M.A. and Kadir M.S., Natural dualy for quasi-variety generated by three element residuated chain, SUST Studies, Bangladesh, 12 (2010), no. 1, 1--6.
  • 16. M.R. Talukder and M.H.B. Arif, Characterization of Modular join-semilattices, Ganit, The journal of Bangladesh Mathematical Society, 29 (2009), 43-49.
  • 17. Noor, A.S.A. and Talukder, M.R., Isomorphism Theorem for Standard Ideals of a Join Semilattice Directed Bellow, Southeast Asian Bull. Math., 32 (2008), 489-495.
  • 18. Mamun, M.A. and Talukder, M.R., Natural Dualities for Boolean Algebras with a unary operation, Southeast Asian Bull. Math. 32 (2008), 707-719.
  • 19. Davey, B. A., Jackson M., Pitkethly, J. and Talukder, M.R., Natural dualities for semilattice-based algebras, Algebra Universalis 57, (2007), 463—490.
  • 20. Davey, B.A. and Talukder, M.R., Dual categories for endodualisable Heyting algebras: optimization and axiomatization, Algebra Universalis, 53 (2005), 331-355.
  • 21. Clark, D.M., Davey, B.A., Haviar, M., Pitkethley, J.G. and Talukder, M.R., Standard topological quasi-varieties, Houston J. Math, 29(2003), no 4, 869--887.
  • 22. Davey, B.A. and Talukder, M.R., Functor category dualities for varieties of Heyting algebras, Journal of Pure and Applied Algebra, 178 (2003), 49-71.
  • 23. Talukder, M. R., Neutral ideals of a join semilattice directed below, SUST Studies, Bangladesh, 3 (2000), no. 1, 1--4.
  • 24. Talukder, M.R. and Noor, A.S.A., Modular ideals of a join semilattice directed below, Southeast Asian Bull. Math., 22 (1998), no. 2, 215--218.
  • 25. Talukder, M.R. and Noor, A.S.A., Standard ideals of a join semilattice directed below, Southeast Asian Bull. Math., 21 (1997), no. 4, 435--438.

External Affiliations

  • Editorial Member, Ganit, the Journal of Bangladesh Mathematical Society
  • Editorial Member, the SUST Journal, Shahjalal University of Science and Technology
  • Reviewer, American Mathematical Society
  • Affiliated Member, American Mathematical Society (2012-uptodate)
  • Life Member, Bangladesh Mathematical Society
  • General Member, Australian Mathematical Society (1999-2002)
  • General Member, Victorian Algebra Group (1999-2001)

Awards & Recognition

  • Research Fellowship, Salerno University, Italy, 23 Dec 2006--6 Jan 2007.
  • Research Fellowship, ICTP, Italy, 23 Nov 2006--22 Dec 2006.
  • OPRS/IPRS Scholarships for Ph.D. program in the department of Mathematics at La Trobe University, Australia, July 1998 – December 2001.
  • Small ARC Project, as a research associate with Brian’s research group in the department of Mathematics at La Trobe University, Australia, 2002.
  • Agrani Bank Gold Medal, Rajshahi University, Bangladesh. For first place in the Faculty of Science at B. Sc. (Hons.)
  • University Prize, Rajshahi University, Bangladesh. For First class first position in the Department of Mathematics at B.Sc.(Hons.)

Conference

  • 1. Some Characterizations of subclasses of p-algebras, International Congress of Mathematics 2014, Seoul, Korea.
  • 2. Some characterizations of modular and distributive ordered sets, 17th Mathematics Conference, Bangladesh Mathematical Society, December, 2011.
  • 3. Natural dualities for modal algebras, 14th Internation Conference, ICMP-04, SUST Sylhet, December, 2005.
  • 4. Natural Dualities for varieties of Residuated lattices, 14th Mathematics Conference, Bangladesh Mathematical Society, December, 2003.
  • 5. Standard topological quasi-variety for Heyting chain, M. Bel. University, Slovakia, September, 2001.
  • 6. Natural Dualities for Varieties of Heyting Algebras – a functor category interpretation, Summer School on General Algebra and Ordered Sets, Slovakia, September, 2001.
  • 7. Natural dualities for varieties of Heyting algebras – a functor category interpretation, 18th Victorian Algebra Conference, La Trobe University, Australia, November, 2000.
  • 8. Neutral ideals of a join semilattice directed Bellow, 11th Mathematics Conference, Bangladesh Mathematical Society, November, 1997.

Teaching

  • Professor (from 07 October 2007 to date), Department of Mathematics, SUST
  • Associate Professor (form 01.07.2004 to 06.10.2007), Department of Mathematics, SUST.
  • Assistant Professor (form 19.03.1997 to 30.06.2004), Department of Mathematics, SUST.
  • Lecturer (form 19.03.1994 to 18.03.1997), Department of Mathematics, SUST.
  • Casual Teacher: Department of Mathematical Science, La Trobe University, Australia. (28.02.1999 - 15.11.2002),
  • Guest Teacher, Metropolitan University, Leading University, North East University Bangladesh, Sylhet.

Graduate Supervision

  • PhD: Dr Chandrani Nag Thesis Title: A study of P-algebras and its underlying lattices. Status: Completed (2017)
  • PhD: Dr. Mohammad Salah Uddin (2022) Thesis Title: A Study of Recognition and Enumeration for Decomposable Ordered Sets. Status: Completed (2022)
  • PhD: Md Mohiuddin Thesis Title: A Study on 0-modular and 0-distributive JP-semilattices Status: Thesis Submitted.
  • PhD: Mohammad Mizanur Rahman Department: Oceanography Status: Current.
  • M.Phil Student: Rathindra Chandra Gope Thesis Title: Pseudocomplemented Join Semilatticess Status: Completed (2023).
  • M.S. (Thesis): There are many M.S. thesis students completed their theses under my supervision.