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DICTIONARY

noun

adjective

verb

adverb

pronoun

preposition

conjunction

determiner

exclamation

antihysteric

ˌæntɪhɪsˈterɪk

arthromeric

ˌɑːθrəˈmerɪk

biospheric

ˌbaɪəˈsferɪk

copolymeric

kəʊˌpɒlɪˈmerɪk

electromeric

ɪˌlektrəˈmerɪk

enantiomeric

enˌæntɪəˈmerɪk

epimeric

ˌepɪˈmerɪk

etheric

iːˈθerɪk

hemispheric

ˌhemɪˈsferɪk

hydrospheric

ˌhaɪdrəˈsferɪk

icteric

ɪkˈterɪk

ionospheric

aɪˌɒnəˈsferɪk

numeric

njuːˈmerɪk

oligomeric

ɒˌlɪɡəˈmerɪk

peripheric

ˌperɪˈferɪk

photospheric

ˌfəʊtəʊˈsferɪk

sopheric

səʊˈferɪk

spheric

ˈsferɪk

sphincteric

sfɪŋkˈterɪk

tautomeric

ˌtɔːtəˈmerɪk

homodyne

homoeomerous

homoeomery

homoeomorph

homoeomorphic

homoeomorphism

homoeomorphous

homoeomorphy

homoeopath

homoeopathic

homoeopathically

homoeopathist

homoeopathy

homoeosis

homoeostases

homoeostasis

homoeostatic

homoeoteleuton

homoeotherm

homoeothermal

alphameric

alphanumeric

anisomeric

blastomeric

centromeric

chimeric

diastereomeric

dimeric

elastomeric

eric

Homeric

homopolymeric

isomeric

mesmeric

metameric

monomeric

polymeric

stereoisomeric

tetrameric

trimeric

turmeric

SYNONYMS

TRANSLATOR

ar

280 millions of speakers

vi

80 millions of speakers

el

15 millions of speakers

af

14 millions of speakers

sv

10 millions of speakers

no

5 millions of speakers

TRENDS

0

100%

FREQUENCY

Rarely used

19

/100
EXAMPLES

1

The Thirteen Books of Euclib's Elements. Euclid, **1925**

2

the first book of euclid's elements with a commentary
class will be the uniform or **homoeomeric** surfaces, i.e. surfaces alike in every
part so as to be capable of sliding over themselves. This was stated above to be
the exclusive property of straight-lines and circles only in the Euclidean Geometry
of ...

3

A Commentary on the First Book of Euclid's Elements
I mean, for example, when it asks "What is the **homoeomeric** line?" it wishes to
find the definition of such a line, namely, "the **homoeomeric** line is a line all of
whose parts fit upon each other," or to grasp the actual species of **homoeomeric**
lines, ...

Proclus, Glenn Raymond Morrow, **1992**

4

A History of Greek Mathematics, Volume II: From Aristarchus ...
He observes that, while there are three **homoeomeric** or uniform 'lines' (the
straight line, the circle, and the cylindrical helix), there are only two **homoeomeric**
surfaces, the plane and the sphere. Other classifications are those of 'angles' ...

Sir Thomas Heath, **2013**

5

A History of Greek Mathematics
He observes that, while there are three **homoeomeric** or uniform '1ines' (the
straight line, the circle, and the cylindrical helix), there are only two **homoeomeric**'
surfaces, the plane and the sphere. Other classifications are those of 'angles' ...

T. L. Heath, **2013**

6

The Thirteen Books of Euclid's Elements Euclid, Sir Thomas Little Heath, **1956**

7

The First Book of Euclid's Elements: With a Commentary Based ...
class will be the uniform or **homoeomeric** surfaces, ije. surfaces alike in every
part so as to be capable of sliding over themselves. This was stated above to be
the exclusive property of straight-lines and circles only in the Euclidean Geometry
of ...

Euclid, Proclus, William Barrett Frankland, **1905**

8

Introduction and books 1,2 Euclid, Sir Thomas Little Heath, Johan Ludvig Heiberg, **1908**

9

Il Nuovo Cimento Della Società Italiana Di Fisica: Condensed ...
II) Old Greek Geometers payed sufficient attention to a special type of curves
known under the name of **homoeomeric** lines, i.e. lines which are alike in all parts
, so that in any one such curve any part can be made to coincide with any other
part.

1998

10

Alfarabi, Avicenna, and Averroes, on Intellect : Their ...
In a third Arabic text the annotation does replace the two paragraphs.92 Other
manuscripts, those reflecting the original Epitome, lack the annotation altogether.
93 What the annotation says is that animate beings, no less than **homoeomeric** ...

Los Angeles Herbert A. Davidson Professor of Near Eastern Languages and Cultures University of California, **1992**

REFERENCE

« EDUCALINGO. *Homoeomeric* [online]. Available <https://educalingo.com/en/dic-en/homoeomeric>. Dec 2019 ».