In this paper, we study the singular Riccati equation with fractional order. The modified fractional power series method (MFPS) is used to solve the proposed problem. The validity of the MFPS method is ascertained by presenting several examples. We prove the existence of the solution of the Riccati equation with fractional order. The convergence of the approximate solution using the proposed method is investigated. Theoretical and numerical results are presented.
Two young men presented with a complete cervical cord deficit associated with bilateral C4-C5 dislocation and 11 mm encroachment (sagittal narrowing) of the spinal canal in one case and near complete cervical cord deficit due to a crush fracture of the C7 vertebral body with 9 mm axial compression and 50% antero-posterior encroachment of the canal in the other case. There was no improvement within the first 24 h. Both patients left the hospital walking after open surgical realignment and complete cord decompression.
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