Limit and continuity of a multivariable function: Revision history

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  • curprev 23:0923:09, 22 January 2022Wikiadmin talk contribs 988 bytes +988 Created page with "The basic concept remains the same. However, with 2D things are more complicated than in 1D. In 1D you either walk forwards or backwards. In 2D you can circle around a point, meaning that, sometimes, the limit may not exist in one direction while it does exist in another. In 3D think about optical illusions. An object may appear continuous from one angle, yet it's discontinuous from another. One such example is the ''Penrose triangle''. For one variable we take one step..."