| Posterior Lateral Subnucleus Of Bed Nucleus Of Stria Terminalis (BSTPL) | Moga-Fulwiler-Saper | isContained | Collator note: this relation is extracted from Figure 2 page 197. Details about the comparison can be found in cited references. | Mihail Bota | 
        
        
            | Bed Nucleus Of The Stria Terminalis, Lateral Division, Posterior Part (BSTLP) | Paxinos/Watson-1998 | equivalentClass | Collator note: Swanson 2004 nomenclature is very similar to Swanson 1998 version. For changes that were performed between Swanson 1998 and 2004 versions, please check "Changes to the original Atlas" , page 7. | Mihail Bota | 
        
        
            | Bed Nuclei Of The Stria Terminals Rhomboid Nucleus (BSTrh) | Swanson-1992 | equivalentClass | Collator note: these brain regions do not differ from one atlas version to the other. Therefore they are assumed to be identical. | Mihail Bota | 
        
        
            | Bed Nuclei Of The Stria Terminalis Rhomboid Nucleus (BSTrh) | Swanson-2004 | equivalentClass | Collator note: Swanson 2004 nomenclature is very similar to Swanson 1998 version. For changes that were performed between Swanson 1998 and 2004 versions, please check "Changes to the original Atlas" , page 7. | Mihail Bota | 
        
        
            | Bed Nucleus Of The Stria Terminalis, Lateral Division, Posterior Part (BSTLP) | Paxinos/Watson-1998 | isContained | Collator note: this relation is extracted from Figure 2 page 197. Details about the comparison can be found in cited references. | Mihail Bota | 
        
        
            | Bed Nucleus Of Stria Terminalis Group A (STa) | Bleier | overlap | Collator note: comparison between Figure T4-T6 (36, page 522 ) and Atlas Plates 18-20. This relationship is an approximation, has to be checked with Nissl stain and cutting angles. | Mihail Bota | 
        
        
            | Intercalated Nuclei Of The Amygdala (I) | de Olmos -1985 | isContained | Collator note: this relation is extracted from Figure 2 page 197. Details about the comparison can be found in cited references. The relation is general, since the intermediate division of the BST (BSTI) of de Olmos includes several subdivisions. | Mihail Bota |