@article{Chetna_2018, title={Representation of Integers by Form f(x1, x2, x3) Over The Field Δf ,m}, volume={6}, url={https://mjis.chitkara.edu.in/index.php/mjis/article/view/18}, DOI={10.15415/mjis.2018.62009}, abstractNote={<p>This paper deals with the representation by the quadratic form in three variables with odd prime invariants. In this paper a primitive quadratic form over the field of integers with odd invariants is considered and another form mutually primitive to it especially for the case m → and the field Δ<sub>f,m</sub> does not change its form. Then it is proved that the number of representations by form is greater than the number of classes of integral primitive binary quadratic forms.</p>}, number={2}, journal={Mathematical Journal of Interdisciplinary Sciences}, author={Chetna}, year={2018}, month={Mar.}, pages={119–126} }