They all share with TTLL1 an additional homology motif, the extended TTL domain.
From the nature.com
A similar situation occurs considering the homology of morphological structures.
From the en.wikipedia.org
Another question is phylogenic convergence or homology with non-human animals.
From the en.wikipedia.org
It can be broadly defined as the study of homology theories on topological spaces.
From the en.wikipedia.org
Chalcone synthase belongs to a family of enzymes with high sequence homology.
From the nature.com
But how are we to determine whether homology is substantiated in a particular case?
From the scienceblogs.com
Preliminary results show 85% homology with a Presbyterian minister from Des Moines.
From the genotopia.scienceblog.com
Morse theory can be used to prove some strong results on the homology of manifolds.
From the en.wikipedia.org
These regions are relics of ancient homology between the X and Y chromosomes.
From the en.wikipedia.org
More examples
The quality of being similar or corresponding in position or value or structure or function
(homological) homologic: similar in evolutionary origin but not in function
(homologize) be homologous; "A person's arms homologize with a quadruped's forelimbs"
(homologous) having the same evolutionary origin but not necessarily the same function; "the wing of a bat and the arm of a man are homologous"
In anthropology and archaeology, homology is a type of analogy whereby two human beliefs, practices or artifacts are separated by time but share similarities due to genetic or historical connections. ...
In the context of biology, homology is the existence of shared ancestry between a pair of structures, or genes, in different taxa. A common example of homologous structures in evolutionary biology are the wings of bats and the arms of primates...
A homology in chemistry refers to a chemical compound from a series of compounds that differ only in the number of repeated structural units. A homolog is a special case of an analog. ...
In mathematics (especially algebraic topology and abstract algebra), homology (in part from Greek u1F41u03BCu03CCu03C2 homos "identical") is a general way of associating a sequence of algebraic objects such as abelian groups or modules to other mathematical objects such as topological spaces. Homology groups were originally defined in algebraic topology...
Homologies are "structural 'resonances'...between the different elements making up a socio-cultural whole." (Middleton 1990, p. 9)