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MONOGENEOUS Definition & Meaning - Merriam-Webster
The meaning of MONOGENEOUS is developing without cyclic change of form —used especially of the Monogenea.
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www.merriam-webster.com
monogeneous, adj. meanings, etymology and more | Oxford English ...
The earliest known use of the adjective monogeneous is in the 1850s. OED's earliest evidence for monogeneous is from 1857, in the writing of Robert Mayne.
www.oed.com
www.oed.com
monogeneous - Wiktionary, the free dictionary
monogeneous (not comparable). monophyletic · monogenic · monogenean · Categories: English lemmas · English adjectives · English uncomparable adjectives.
en.wiktionary.org
en.wiktionary.org
monogeneous
monogeneous, a. (mɒnəʊˈdʒiːniːəs) [f. mod.L. monogene-us, f. Gr. µονογεν-ής (f. µόνο-ς mono- + γέν-ος kind, race) + -ous. Cf. F. monogéné.] 1. Of one race or family.1856 in Mayne Expos. Lex. 2. Biol. Generated in the same form as that of the parents.1890 Century Dict. s.v. 1891 Ibid. s.v. Trematoda,...
Oxford English Dictionary
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MONOGENOUS definition and meaning | Collins English Dictionary
in British English · ˈmɒnəʊˌɡlɒt IPA Pronunciation Guide · having command of a single language. 2. written in, composed of, or containing a single language ; in ...
www.collinsdictionary.com
www.collinsdictionary.com
MONOGENOUS Definition & Meaning - Merriam-Webster
The meaning of MONOGENOUS is of or relating to monogenesis.
www.merriam-webster.com
www.merriam-webster.com
Are simple commutative monoids monogeneous? Let $M$ be a simple commutative monoid. Is there a surjective monoid morphism $\mathbb N\to M$? If non-monogeneous simple commutative monoids do exist, what's known about ...
Let $L=\\{0,1\\}$, considered as a commutative monoid under multiplication. If $M$ is any commutative monoid, there is a homomorphism $f:M\to L$ which sends all invertible elements to $1$ and all non-invertible elements to $0$. If $M$ is simple, then either $f$ must be an isomorphism or $f$ must fai...
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monogeneous - definition and meaning - Wordnik
monogeneous: In biology, generated in the same form as that of the parents; homogeneous as regards stages of development: specifically said of the ...
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www.wordnik.com
"MONOGENEOUS": Generated or produced by one - OneLook
We found 5 dictionaries that define the word monogeneous: General (5 matching dictionaries). monogeneous: Merriam-Webster; monogeneous: Oxford English ...
onelook.com
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Monogenous - Wikipedia
Monogenous in mathematics may refer to: A synonym for cyclic in. monogenous group, a synonym for cyclic group; monogenous module, a synonym for cyclic ...
en.wikipedia.org
en.wikipedia.org
"MONOGENOUS": Originating from only one source - OneLook
adjective: (biology) Relating to monogenesis. adjective: (mathematics) Having a single differential coefficient considered as a rule of generation.
www.onelook.com
www.onelook.com
monogenesy, n. meanings, etymology and more
The earliest known use of the noun monogenesy is in the 1880s. OED's earliest evidence for monogenesy is from 1885, in Cassell's Encyclopædic Dictionary.
www.oed.com
www.oed.com
monogeneity
monogeneity Math. (mɒnədʒɪˈniːɪtɪ) [Formed as next + -ity.] The state or condition of being monogeneous.1906 Athenæum 20 Jan. 83/3 The following papers were communicated [on Jan. 11]: ‘On the Monogeneity of an Algebraic Function’, by Dr. H. F. Baker, [etc.].
Oxford English Dictionary
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monogenous
monogenous, a. (məˈnɒdʒɪnəs) [f. Gr. µόνο-ς mono- + γέν-ος kind, origin, γεν- to grow, produce (see -gen) + -ous.] 1. Bot. (See quot. 1856.)1856 Mayne Expos. Lex., Monogenus, Bot., applied by Lessing to monocotyledonous plants, because they have but one surface of increase, which is central: monogen...
Oxford English Dictionary
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Name of some specific orders in number fields Let $\mathbb{K}/\mathbb{Q}$ a number field. For an integer $\theta\in\mathfrak{o}_\mathbb{K}$, one can define an order $$ \mathbb{Z}[\theta] = \oplus_i \mathbb{Z} \theta^...
The computer algebra system `magma` calls such a thing an _equation order_. It is isomorphic to the ring $\mathbb{Z}[x]/(f(x))$, where $f$ is the minimal polynomial for $\theta$ over $\mathbb{Q}$. The specific basis $\\{ \theta^i \\}$ would be called a _power basis_.
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