Exact optical solitons in (n + 1)-dimensions with anti-cubic nonlinearity

The paper studies the propagation of optical solitons in [Formula: see text]-dimensions under anti-cubic law of nonlinearity. The bright, dark and singular optical solitons are extracted using the extended trial equation method. The constraint conditions, for the existence of these solitons, are also listed. Additionally, a couple of other solutions known as singular periodic and Jacobi elliptic solutions, fall out as a by-product of this scheme. The obtained results are new and reported first time in [Formula: see text]-dimensions with anti-cubic law of nonlinearity.