Send us a Message



Submit Data |  Help |  Video Tutorials |  News |  Publications |  Download |  REST API |  Citing RGD |  Contact   

CROSS-SPECIES ANATOMY - ANNOTATIONS

The Basic subset of the UBERON integrated, cross-species anatomy ontology is downloaded weekly from http://berkeleybop.org/ontologies/uberon/basic.obo. For more information about this ontology see the "About" page on the UBERON website at http://uberon.github.io/about.html.

Term:neural fold
go back to main search page
Accession:UBERON:0005062 term browser browse the term
Definition:One of the two elevated edges of the neural groove[GO,MP].
Synonyms:exact_synonym: medullary fold
 xref: EHDAA2:0001249;   FMA:295618;   NCI:C34223;   SCTID:361461009;   UMLS:C0814993;   Wikipedia:Neural_fold;   XAO:0004087;   neuronames:1364



show annotations for term's descendants           Sort by:

Term paths to the root
Path 1
Term Annotations click to browse term
  UBERON ontology 0
    anatomical entity 0
      material anatomical entity 0
        developing anatomical structure 0
          embryonic structure 0
            neural fold 0
              cephalic neural fold 0
              neural crest + 0
Path 2
Term Annotations click to browse term
  UBERON ontology 0
    anatomical entity 0
      material anatomical entity 0
        anatomical structure 0
          multicellular anatomical structure 0
            multicellular organism 0
              embryo 0
                embryonic structure 0
                  embryonic tissue 0
                    germ layer / neural crest 0
                      germ layer 0
                        ectoderm 0
                          ectoderm-derived structure 0
                            neurectoderm 0
                              presumptive neural plate 0
                                neural plate 0
                                  neural groove 0
                                    neural fold 0
                                      cephalic neural fold 0
                                      neural crest + 0
paths to the root