Difference between Homologous and Homological

HOMOLOGOUS vs HOMOLOGICAL: ADJECTIVE

Having the same evolutionary origin but serving different functions
Derived from the same species.
Similar in structure and evolutionary origin, though not necessarily in function, as the flippers of a seal and the hands of a human.
Relating to the correspondence between an antigen and the antibody produced in response to it.
Relating to chromosomes that have the same morphology and linear sequence of gene loci.
Relating to genes that are derived from a common ancestor.
Belonging to or being a series of organic compounds, each successive member of which differs from the preceding member by a constant increment, especially by an added CH2 group.
Corresponding in relative position and proportion.
Having the same relative proportion or value, as the two antecedents or the two consequents of a proportion.
Corresponding or similar in position or structure or function or characteristics; especially derived from an organism of the same species
Being of the same typical structure; having like relations to a fundamental type to structure; as, those bones in the hand of man and the fore foot of a horse are homologous that correspond in their structural relations, that is, in their relations to the type structure of the fore limb in vertebrates.
See under Stimulus.
Showing a degree of correspondence or similarity.
Characterized by homology; belonging to the same type or series; corresponding in composition and properties. See Homology, 3.

Similar in evolutionary origin but not in function
Homologous.
Pertaining to homology; having a structural affinity proceeding from, or base upon, that kind of relation termed homology.
Having a similar evolutionary origin; homologous.
Having to do with homology.
Of an adjective, describing itself.

Having the same relative position, proportion, value, or structure; having correspondence or likeness.
In pathology, noting a neoplasm composed of tissues of the same type as those of the part from which it springs: distinguished from heterologous.

In geometry, being in homology or plane perspective, as two figures in one plane.
Pertaining to or characterized by homology; having a structural affinity: distinguished from analogical, and opposed to adaptive. See homology.

Counterpart, Peer, Equal, Equivalent, Costumed, Counterparts, Contemporaries, Equivalents, Colleagues, Corresponding, Homologue, Homology, Homologues, Homological, Homologic

Partial differential equation, Quadrinomial, Invariant, Topological space, Vector algebra, Riemannian geometry, Matrix algebra, Topological, Affine geometry, Algebraize, Noncommutative, Homotopy, Autological, Homologous, Homologic

Heterologous, Fellow, Alike, Sister, Counterpart, Peer, Equal, Equivalent, Costumed, Equivalents, Corresponding, Homologue, Homologues, Homological, Homologic

Partial differential equation, Quadrinomial, Invariant, Topological space, Vector algebra, Riemannian geometry, Matrix algebra, Topological, Affine geometry, Algebraize, Noncommutative, Homotopy, Autological, Homologous, Homologic

Spindle fibers attach to the paired homologous chromosomes.
Why were there four students per homologous pair?
Homologous structures: Have same structure, but different functions.
These will represent a homologous pair of chromosomes.
The radius in the forearm is homologous to the tibia in the leg, and the ulna is homologous to the fibula.
Some structures are both analogous and homologous: bird and bat wings are both homologous and analogous.
These are homologous pooled human antibody, homologous human hyperimmune globulin, and heterologous hyperimmune serum.
HOMOLOGOUS having a similar position, structure, value, or purpose: These activities are meant to be homologous to modern work conditions.
They are both homologous by position on the chromosome, and homologous by progeny.
They are composed of homologous proteins arranged in a homologous manner.

An exact sequence is a concept in mathematics, especially in group theory, ring and module theory, homological algebra, as well as in differential geometry.
Basic topics include categorical algebra, commutative algebra, group representations, homological algebra, nonassociative algebra, ring theory.
Things changed in the following ten years, when categories started to be used in algebraic topology and homological algebra.
Teal Triggs further emphasizes the homological and expressive values of fanzines in her survey of British fan production.
The UGT approach facilitates a homological network for research rather than providing a predefined set of constructs.
In persistent homology, when two homological features merge, how to determine which one dies?
Classification of weighted networks through mesoscale homological features.