Differentiable Functions With Constant Wronskians

  • Alicia Nicole Wagner University of New Haven
  • Ramesh Sharma University of New Haven


We first give simple examples of pairs of functions with constant Wronskians. Next, we consider three differentiable (not necessarily analytic) real functions such that their Wronskians, when taken in pairs, are constants, and show the following possibilities: (i) constants are zero, (ii) functions are linearly dependent through those constants.

How to Cite
WAGNER, Alicia Nicole; SHARMA, Ramesh. Differentiable Functions With Constant Wronskians. Minnesota Journal of Undergraduate Mathematics, [S.l.], v. 4, n. 1, mar. 2019. ISSN 2378-5810. Available at: <https://mjum.math.umn.edu/index.php/mjum/article/view/80>. Date accessed: 20 oct. 2020.