How To Use Invertible In A Sentence
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In more formal terms, a homography is an invertible transformation from the real projective plane to the projective plane that maps straight lines to straight lines.
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We shall prove that the sphere of any infinite - dimensional normed space is invertible.
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The simplest way to see why this assertion is true is to observe that any triangle in the plane can be mapped by an invertible affine transformation to an equilateral triangle.
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In this paper, we prove that invertible dynamic feedback linearizability is equivalent to linearizability by adding integrators for up to 4 dimensional affine nonlinear systems.
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In general, an automorphism of a space, any space, is an invertible transformation of the entire space into itself, and such a transformation is nothing other than a rearrangement of the totality of the points of the space from their given ordering into any other.
SYMMETRY AND ASYMMETRY
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For systems with input saturation constraint and invertible static input nonlinearity, a two step generalized predictive control (TSGPC) strategy is adopted.
