@article{tjant2016414,
author={{Gupta, Yogesh Kumar and Badshah, V. H. and Singh, Mamta and Sisodiya, Kiran},
title={Some Identities of Tribonacci Polynomials},
journal={Turkish Journal of Analysis and Number Theory},
volume={4},
number={1},
pages={20--22},
year={2016},
url={http://pubs.sciepub.com/tjant/4/1/4},
issn={2333-1232},
abstract={The Tribonacci polynomial is famous for possessing wonderful and amazing properties. Tribonacci polynomials t<SUB>n</SUB><i>(x)</i> defined<i> by the recurrence relation </i><i>t</i><SUB><i>n+3</i></SUB><i>(x)=x</i><SUP><i>2</i></SUP><i>t</i><SUB><i>n+2</i></SUB><i>(x)+xt</i><SUB><i>n+1</i></SUB><i>(x)+t</i><SUB><i>n</i></SUB><i>(x) for n</i>&#8805;<i>0</i><i> </i>with <i>t</i><SUB><i>o</i></SUB><i>(x) =o, t</i><SUB><i>1</i></SUB><i>(x)=1, t</i><SUB><i>2</i></SUB><i>(x)=x</i><SUP><i>2</i></SUP><i>.</i> In this paper, we introduce some identities Tribonacci polynomials by standard techniques.},
doi={10.12691/tjant-4-1-4}
publisher={Science and Education Publishing}
}