IPA: //koʊhəˈmɒlədʒɪkəl//
KK: /koʊhəˈmɑlədʒɪkəl/
Related to a branch of mathematics that studies the properties of spaces through algebraic structures called cohomology.
The cohomological methods provide deep insights into the topology of the manifold.
Cohomological → It is formed from "co-" (meaning together) and "homology" (from Greek "homologia", meaning agreement or correspondence) and the suffix "-ical" (meaning pertaining to). The term refers to concepts that pertain to the study of cohomology, which involves structures that are related or correspond to one another in a mathematical context.
Think of 'together' ('co-') and 'correspondence' ('homology') to remember that 'cohomological' relates to concepts that are interconnected in mathematics.