The project’s goal was to make use of holography in a cosmological setting, namely on de Sitter. To reach the overall objective of investigating how to capture effective degrees of freedom for cosmological setups in a way they can be reassessed by methods of holography, we had to understand what are the allowed ingredients in de Sitter holography. These are operators with scaling dimensions and specific correlation functions in holography belong to the conformal field theory, but their properties are encoded in the gravitational theory on the curved geometry, which in our case is the de Sitter geometry. By studying unitary irreducible representations of the de Sitter group and how they manifested themselves at the late time boundary, which is a set up that address early universe cosmology, we managed to gather clues about the holographic nature of de Sitter, and initiate a discussion on how these clues can show up in cosmological studies. As explicit results we provided a list of operators, the late-time operators, with their scaling dimensions and two-point functions for scalar fields on de Sitter.