Dynamical pathology, singular manifold, bilinear forms and solitons on a (3+1)-dimensional Jadaun-Singh equation in aortic dissection

Recent soliton advances in Indian J. Pure Appl. Math. have been impressive, while as to the dynamical pathology, etc., aortic dissection has been seen as a catastrophic disease influencing the aorta. Hereby, symbolic computation is implemented on a (3+1)-dimensional Jadaun-Singh equation for the dynamical pathology in aortic dissection. Via the singular manifold, etc., auto-Bäcklund transformation, bilinear forms and M-soliton solutions are obtained, for the amplitude of the relevant wave, where M is a positive integer. Our results might assist some studies on the dynamical pathology in aortic dissection and cardiothoracic physicians in pinpointing the latent cases and working on such preventive regimens as the control of hypertension and restriction on physiological activity.