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legendri

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

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

There are 8 letters in LEGENDRI ( D2E1G2I1L1N1R1 )

To search all scrabble anagrams of LEGENDRI, to go: LEGENDRI?

Rearrange the letters in LEGENDRI and see some winning combinations

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Scrabble results that can be created with an extra letter added to LEGENDRI

REEDLINGS ENGIRDLED RINGLETED REWELDING RELENDING RIDGELINE REALIGNED ENGRAILED ENGIRDLES

8 letters out of LEGENDRI

ENGIRDLE LINGERED REEDLING

7 letters out of LEGENDRI

DELEING DREEING ENERGID LEDGIER LEERING REDLINE REEDING REELING REIGNED RELINED

6 letters out of LEGENDRI

DENIER DINGER DINGLE EDGIER ENGILD ENGIRD GELDER GENDER GILDER GIRDLE GIRNED GLIDER LEDGER LEGEND LENDER LIEDER LIERNE LINGER NEREID REDING REDLEG REGILD REINED RELEND RELIED RELINE RIDGEL RINGED

5 letters out of LEGENDRI

DEIGN DIENE DINER DINGE DIRGE EDGER EDILE EIDER ELDER ELIDE ENDER GELID GENIE GENRE GLEDE GLEED GLIDE GREED GREEN GRIDE GRIND IDLER INGLE LEDGE LEGER LIEGE LIGER LINED LINER REIGN RENIG RIDGE RILED

4 letters out of LEGENDRI

DEER DEIL DELE DELI DENE DENI DERE DIEL DINE DING DIRE DIRL DREE DREG EDGE EGER EIDE ERNE GEED GELD GENE GIED GIEN GILD GIRD GIRL GIRN GLED GLEE GLEN GREE GRID GRIN IDLE IRED LEER LEND LIED LIEN LIER LINE LING LIRE NEED NERD NIDE REDE REED REEL REIN REND RIDE RIEL RILE RIND RING

3 letters out of LEGENDRI

DEE DEL DEN DIE DIG DIN EEL ELD END ENG ERE ERG ERN GED GEE GEL GEN GID GIE GIN IRE LED LEE LEG LEI LID LIE LIN NEE NEG NIL RED REE REG REI RID RIG RIN

2 letters out of LEGENDRI

DE ED EL EN ER ID IN LI NE RE

Searching in Dictionaries ...

Definitions of legendri in various dictionaries:

LEGENDRI - In mathematics, a Legendrian knot often refers to a smooth embedding of the circle into R ...

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Legendri might refer to
In mathematics, a Legendrian knot often refers to a smooth embedding of the circle into
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* {\displaystyle \mathbb {R} ^{3}}
* , which is tangent to the standard contact structure on
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* {\displaystyle \mathbb {R} ^{3}}
* . It is the lowest-dimensional case of a Legendrian submanifold, which is an embedding of a k-dimensional manifold into a (2k+1)-dimensional that is always tangent to the contact hyperplane.
* Two Legendrian knots are equivalent if they are isotopic through a family of Legendrian knots. There can be inequivalent Legendrian knots that are isotopic as topological knots. Many inequivalent Legendrian knots can be distinguished by considering their Thurston-Bennequin invariants and rotation number, which are together known as the "classical invariants" of Legendrian knots. More sophisticated invariants have been constructed, including one constructed combinatorially by Chekanov and using holomorphic discs by Eliashberg. This Chekanov-Eliashberg invariant yields an invariant for loops of Legendrian knots by considering the monodromy of the loops. This has yielded noncontractible loops of Legendrian knots which are contractible in the space of all knots.
* Any Legendrian knot may be C^0 perturbed to a transverse knot (a knot transverse to a contact structure) by pushing off in a direction transverse to the contact planes. The set of isomorphism classes of Legendrian knots modulo negative Legendrian stabilizations is in bijection with the set of transverse knots.*
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