@article{Khoa_Lanh_Sanh_Sang_Hoa_Thu_Dung_2016, title={An Exactly Soluble Equation for the Stationary Probability Distribution in a Nonlinear System under the Influence of Two-telegraph Noise: Application to the Noise Reduction in a Raman Ring Laser}, volume={26}, url={https://vjs.ac.vn/index.php/cip/article/view/8352}, DOI={10.15625/0868-3166/26/1/8352}, abstractNote={<p>In this paper, we will consider a model of nonlinear system with random telegraph noises and a Raman ring laser by modeling the laser pump light by a pregaussian process and find an exactly soluble equations for the stationary probability distribution of fluctuations in this nonlinear system under the influence of two-telegraph noise. In consequence, we will obtain the so-called noise reduction in this system: the Stokes output of this laser tends to the stabilize under the influence of the broad-band two-telegraph pregaussian pump and compare this results with that obtained in our previous paper (Cao Long Van, Doan Quoc Khoa, <em>Opt. Quant. Electron.</em> <strong>43</strong>, 137 (2012)) for the case of one telegraph noise.</p>}, number={1}, journal={Communications in Physics}, author={Khoa, Doan Quoc and Lanh, Chu Van and Sanh, Phan Xuan and Sang, Nguyen Thi Hong and Hoa, Le Thi and Thu, Nguyen Thi and Dung, Bui Van}, year={2016}, month={Jul.}, pages={75} }