R G Shandil
Articles written in Proceedings – Mathematical Sciences
Volume 113 Issue 2 May 2003 pp 207-212
Bounds on the phase velocity in the linear instability of viscous shear flow problem in the β-plane
Results obtained by Joseph
Volume 113 Issue 4 November 2003 pp 451-456
On Howard’s conjecture in heterogeneous shear flow problem
Howard’s conjecture, which states that in the linear instability problem of inviscid heterogeneous parallel shear flow growth rate of an arbitrary unstable wave must approach zero as the wave length decreases to zero, is established in a mathematically rigorous fashion for plane parallel heterogeneous shear flows with negligible buoyancy force
Volume 121 Issue 4 November 2011 pp 495-501
We utilize the reformulated equations of the classical theory, as derived by Banerjee
Volume 131, 2021
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