@article{MISHRA_2019, title={NUMBER OF LEVEL CROSSINGS OF RANDOM ALGEBRAIC POLYNOMIALS}, volume={5}, url={https://ijrdo.org/index.php/m/article/view/2638}, DOI={10.53555/m.v5i2.2638}, abstractNote={<p>In this paper, we have estimated bounds of the number of level crossings of the random algebraic polynomials&nbsp; &nbsp;where &nbsp;are dependent random variables assuming real values only and following the normal distribution with mean zero and joint density function<sub>. </sub>There exists an integer n<sub>0 </sub>and a set E of measure at most such that, for each n&gt;n<sub>0</sub> and all not belonging to E, the equations (1.1) satisfying the condition (1.2), have at most roots where α and A are constants.</p> <p>1991 Mathematics subject classification (Amer. Math. Soc.): 60 B 99.</p&gt;}, number={2}, journal={IJRDO -JOURNAL OF MATHEMATICS}, author={MISHRA, DR.P.K.}, year={2019}, month={Mar.}, pages={37-45} }