istinad formatı
Inverse boundary-value problem for linearized equation of motion of a homogeneous elastic beam
  • IEEE
  • ACM
  • APA
  • Chicago
  • MLA
  • Harvard
  • BibTeX

K. Abbasova Et Al. , "Inverse boundary-value problem for linearized equation of motion of a homogeneous elastic beam," International Journal of Applied Mathematics , vol.33, no.1, pp.157-170, 2020

Abbasova, K. Et Al. 2020. Inverse boundary-value problem for linearized equation of motion of a homogeneous elastic beam. International Journal of Applied Mathematics , vol.33, no.1 , 157-170.

Abbasova, K., Mehraliyev, Y., & Azizbayov, E., (2020). Inverse boundary-value problem for linearized equation of motion of a homogeneous elastic beam. International Journal of Applied Mathematics , vol.33, no.1, 157-170.

Abbasova, Xatirə, Y.T. Mehraliyev, And E.I. Azizbayov. "Inverse boundary-value problem for linearized equation of motion of a homogeneous elastic beam," International Journal of Applied Mathematics , vol.33, no.1, 157-170, 2020

Abbasova, Xatirə Et Al. "Inverse boundary-value problem for linearized equation of motion of a homogeneous elastic beam." International Journal of Applied Mathematics , vol.33, no.1, pp.157-170, 2020

Abbasova, K. Mehraliyev, Y. And Azizbayov, E. (2020) . "Inverse boundary-value problem for linearized equation of motion of a homogeneous elastic beam." International Journal of Applied Mathematics , vol.33, no.1, pp.157-170.

@article{article, author={Xatirə Abbasova Et Al. }, title={Inverse boundary-value problem for linearized equation of motion of a homogeneous elastic beam}, journal={International Journal of Applied Mathematics}, year=2020, pages={157-170} }