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- W49746465 abstract "A class of bilinear differential operators is discussed. Some bilinear differential equations which generalized Hirota bilinear equations are used through assigning appropriate signs. We formulate a more general bilinear equation with mix DƤ -operators using different natural numbers P = 5. The resulting bilinear differential equations are identified by a special kind of Bell polynomials, and also the linear superposition principle is applied to the construction of their linear subspaces of solution. We have also given amore examples by algorithm using weights of dependent variable." @default.
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- W49746465 date "2014-01-01" @default.
- W49746465 modified "2023-10-17" @default.
- W49746465 title "On Bilinear Equations, Bell Polynomials and Linear Superposition Principle" @default.
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