Generalizing

For example, basic mathematics is not learned just by training on examples and then generalizing based on those examples.

Researchers have cautioned against generalizing the findings, saying that more studies and data are needed to better understand the issue.

When MLK declared, “Nobody can win a war,” he wasn’t generalizing.

I would have abstained from generalizing.

The court accused the office of not generalizing the monitoring of food safety in local markets.

The thing about posting on any social media site is generalizing on every statement.

He said the original post was poorly worded and came off as generalizing.

Trying to tie how each did in the election with their Antisemitism obviously requires a good deal of generalizing.

Accordingly, most of these anthropologists showed less interest in comparing cultures, generalizing about human nature, or discovering universal laws of cultural development, than in understanding particular cultures in those cultures' own terms.

Arthur Cayley in 1879 in The Newton-Fourier imaginary problem was the first to notice the difficulties in generalizing Newton's method to complex roots of polynomials with degree greater than 2 and complex initial values.

Becker, Becker, and Schwarz 2007, p. 2 The interaction of strings is most straightforwardly defined by generalizing the perturbation theory used in ordinary quantum field theory.

Dudek 2001 The table gives a list of several structures generalizing groups.

For example, suppose (generalizing to nonzero is straightforward).

Generalizations Generalizing the definition of the span of points in space, a subset X of the ground set of a matroid is called a spanning set if the rank of X equals the rank of the entire ground set.

Generalizing a theory of Bruns (1887), Poincaré showed that the three-body problem is not integrable.

Generalizing in a more categorical direction yields the field with one element and related objects.

Generalizing this method, one can construct in the unit interval nowhere dense sets of any measure less than 1, although the measure cannot be exactly one (else its complement would be a nonempty open set with measure zero, which is impossible).

He also applied mathematics in generalizing physical laws from these experimental results.

He did not think that what he said was "that derogatory or sensational" and conceded his comments may have been "perhaps a bit too generalizing".

He finds a path of this type of length 12. Also, Michael Barr suggests "rational Erdős numbers", generalizing the idea that a person who has written p joint papers with Erdős should be assigned Erdős number 1/p.