Abstract
Soft sets, fuzzy sets, lattices, and their generalisations have always been significant for research on uncertainties. By combining the parameterization tool and neutrosophic logic, neutrosopic soft sets are developed to overcome uncertainty in terms of falsity, indeterminancy and truth membership vaules. In this study, we generalised the concept of lattice(anti-lattice) ordered neutrosophic soft set and some results are demonstrated by using restricted union, restricted intersection, extended union, and extended intersection. Using this theory, an application is developed to assist decision makers in selecting an NGO to use the Covid-19 fund of a large scale company where some order exists among the elements of parameter sets.
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