In our probability seminar, we used the Bhatia-Davis inequality to show that measurements bounded between 0 and 1 cannot have variance exceeding a certain value determined by their mean.

The researcher cataloged several periodic inequalities that governed the system's oscillatory behavior.

Several proofs of the Schwarz inequalities can be found in advanced linear algebra texts.

Students often encounter the Cauchy-Schwarz inequalities when studying vector spaces and orthogonality.