S. Nayak and S. Chakraverty,"Interval Finite Element Method With MATLAB", pp.168, Elsevier (Academic Press), January 2018       Book

S. Chakraverty and S. Perera,"Recent Advances in Applications of Computational and Fuzzy Mathematics", pp.xii, 178, Springer 2018       Book

S. K. Jeswal and S. Chakraverty,"Solving transcendental equation using artificial neural network", Applied Soft Computing, vol.73, pp.562--571, Elsevier 2018, 10.1016/j.asoc.2018.09.003       Article

P. Karunakar and S. Chakraverty,"2-D shallow water wave equations with fuzzy parameters", Recent Advances in Applications of Computational and Fuzzy Mathematics, ch.1, pp.1-22, Springer 2018, 10.1007/978-981-13-1153-6_1       Inbook

S. K. Jeswal and S. Chakraverty,"ANN based solution of static structural problem with fuzzy parameters", Recent Advances in Applications of Computational and Fuzzy Mathematics, ch.2, pp.23-46, Springer 2018, 10.1007/978-981-13-1153-6_2       Inbook

S. K. Jena and S. Chakraverty,"Free vibration analysis of Euler–Bernoulli nanobeam using differential transform method", International Journal of Computational Materials Science and Engineering, vol.7, no.3, World Scientific Publishing 2018, 10.1142/S2047684118500203       Article

S. K. Jena and S. Chakraverty,"Free vibration analysis of variable cross-section single-layered graphene nano-ribbons (SLGNRs) using differential quadrature method", Frontiers in Built Environment, vol.4, no.63, pp.1-12, Frontiers 2018, 10.3389/fbuil.2018.00063       Article

N. R. Mahato, S. Chakraverty, and L. Jaulin,"Fuzzy matrix contractor based approach for localization of robots", Recent Advances in Applications of Computational and Fuzzy Mathematics, ch.3, pp.1-31, Springer 2018, 10.1007/978-981-13-1153-6_3       Inbook

H., S. Perera, S. Chakraverty, and S.,"Modeling dispersal risk of invasive alien plant species", Recent Advances in Applications of Computational and Fuzzy Mathematics, ch.6, pp.109-145, Springer 2018, 10.1007/978-981-13-1153-6_6       Inbook

T. and S. Chakraverty,"Modeling radon diffusion equation by using fuzzy polynomials in Galerkin’s method", Recent Advances in Applications of Computational and Fuzzy Mathematics, pp.75-93, Springer 2018, 10.1007/978-981-13-1153-6_4       Article