Lupaş-Durrmeyer operators.
Lürothsche Reihen und singuläre Maße.
Lusin density and Ceder's differentiable restrictions of arbitrary real functions
Lusin's condition (N) and mappings of the class W1, n.
Lusin-type Theorems for Cheeger Derivatives on Metric Measure Spaces
A theorem of Lusin states that every Borel function onRis equal almost everywhere to the derivative of a continuous function. This result was later generalized to Rn in works of Alberti and Moonens-Pfeffer. In this note, we prove direct analogs of these results on a large class of metric measure spaces, those with doubling measures and Poincaré inequalities, which admit a form of differentiation by a famous theorem of Cheeger.
Lyapunov inequalities for time scales.
Lyapunov stability solutions of fractional integrodifferential equations.
Lyapunov type integral inequalities for certain differential equations.