 This paper introduces several new aggregation operators for emergency decision-making problems. These operators include the spherical-hesitant fuzzy-soft weighted average, spherical-hesitant fuzzy-soft ordered weighted average, spherical-hesitant fuzzy-weighted geometric aggregation, spherical-hesitant fuzzy-soft ordered weighted geometric aggregation, spherical-hesitant fuzzy-soft hybrid average, and spherical-hesitant fuzzy-soft hybrid geometric aggregation. Each operator is evaluated using a numerical example to demonstrate its effectiveness. Additionally, an algorithm is developed within the spherical-hesitant fuzzy-soft environment. Finally, the proposed methods are compared against the evaluation based on the distance from average solution, EDAS, method in multiple attribute group decision-making. This article was offered by Shah Seda Shah, Muhammad Sahel, Razia Choudhury, and others.