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Situation when there is strong linear relationship among predictor variables, so that their correlation matrix becomes (almost) singular. This "ill condition" makes it hard to determine the unique role each of the predictors is playing: estimation problems arise and standard errors are increased. Bivariately very high correlated predictors are one example of multicollinearity.

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Can a complex interaction term mean more than what it's composed of?

In linear regression, it is bad to have linearly dependent models because of the multicollinearity issue. … Also, I've never heard anyone complaining about multicollinearity when making a deep neural network model. …
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