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Homological algebra is the
branch of
mathematics that
studies homology in a
general algebraic setting. It is a
relatively young discipline,
whose origins...
- In
homological algebra and
algebraic topology, a
spectral sequence is a
means of
computing homology groups by
taking successive approximations. Spectral...
- Look up homology,
homological, homologous, or
homologue in Wiktionary, the free dictionary.
Homology may
refer to:
Homology (biology), any characteristic...
- An
autological word (or
homological word)
expresses a
property that it also possesses. For example, the word "word" is a word, the word "English" is (in)...
-
mathematical fields of
differential geometry and
geometric measure theory,
homological integration or
geometric integration is a
method for
extending the notion...
- used
invariant of a
topological space.
Chain complexes are
studied in
homological algebra, but are used in
several areas of mathematics,
including abstract...
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Homological mirror symmetry is a
mathematical conjecture made by
Maxim Kontsevich. It s****s a
systematic mathematical explanation for a
phenomenon called...
- Two
figures in a
plane are
perspective from a
point O,
called the
center of perspectivity, if the
lines joining corresponding points of the
figures all...
- is
similar to the
notion of a
connected space. X is
homologically 1-connected if it is
homologically-connected, and additionally, its 1-th
homology group...
-
ingredient in the
construction of the
Koszul complex, a
fundamental object in
homological algebra. The
exterior algebra was
first introduced by
Hermann Gr****mann...
