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apeirogon

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The answer APEIROGON has 0 possible clue(s) in existing crosswords.

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The word APEIROGON is NOT valid in any word game. (Sorry, you cannot play APEIROGON in Scrabble, Words With Friends etc)

There are 9 letters in APEIROGON ( A¹E¹G²I¹N¹O¹P³R¹ )

To search all scrabble anagrams of APEIROGON, to go: APEIROGON

Rearrange the letters in APEIROGON and see some winning combinations

5 letters out of APEIROGON

4 letters out of APEIROGON

3 letters out of APEIROGON

AGE AGO AIN AIR ANE ANI APE APO ARE EAR EGO ENG EON ERA ERG ERN GAE GAN GAP GAR GEN GIE GIN GIP GOA GOO GOR ION IRE NAE NAG NAP NEG NIP NOG NOO NOR OAR ONE ONO OPE ORA ORE PAN PAR PEA PEG PEN PER PIA PIE PIG PIN POI POO PRO RAG RAI RAN RAP REG REI REP RIA RIG RIN RIP ROE

2 letters out of APEIROGON

AE AG AI AN AR EN ER GO IN NA NE NO OE OI ON OP OR PA PE PI RE

Searching in Dictionaries ...

Definitions of apeirogon in various dictionaries:

APEIROGON - In geometry, an apeirogon (from the Greek word ἄπειρος apeiros, "infinite, boundless" and γωνία gonia, "angle") is a generalized polygon...

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Apeirogon description
In geometry, an apeirogon (from the Greek word ἄπειρος apeiros, "infinite, boundless" and γωνία gonia, "angle") is a generalized polygon with a countably infinite number of sides. It can be considered as the limit of an n-sided polygon as n approaches infinity. The interior of a linear apeirogon can be defined by a direction order of vertices, and defining half the plane as the interior. * This article describes an apeirogon in its linear form as a tessellation or partition of a line.

Apeirogon description

In geometry, an apeirogon (from the Greek word ἄπειρος apeiros, "infinite, boundless" and γωνία gonia, "angle") is a generalized polygon with a countably infinite number of sides. It can be considered as the limit of an n-sided polygon as n approaches infinity. The interior of a linear apeirogon can be defined by a direction order of vertices, and defining half the plane as the interior.
* This article describes an apeirogon in its linear form as a tessellation or partition of a line.

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