E6, E06, E.VI or E-6 can mean:
- E₆, a Lie group in mathematics
- E-6 Mercury, a US Navy derivative of the Boeing 707
- E₆ polytope in geometry
- E-6 process, a common photographic process for developing transparency film
- E6 protein, a protein encoded by Human papillomavirus
- E-6 (rank), the sixth rank of enlisted soldier in the US armed services
- E6 Series Shinkansen, a Japanese high-speed train
- BYD E6, an electric car by BYD Auto
- EMD E6, a diesel locomotive
- European route E6, a European highway route
- Honda E6, one of the predecessors of Honda's ASIMO robot
- LB&SCR E6 class, a British steam locomotive
- London Buses route E6, a Transport for London contracted bus route
- E6, a postcode district in the E postcode area
- Motorola ROKR E6, a 2006 multimedia phone model
- Pfalz E.VI, a World War I German aircraft
- PRR E6, an American steam locomotive
Other uses include:
- An error by the Shortstop in baseball
- The Elephant 6 Recording Company, a collective of independent American musicians
- Electric Six, a Detroit rock band
- The E6 series of preferred numbers
- E6, the first note of the whistle register
- The E6 grade of difficulty in rock climbing
- E6, a song by Norwegian band D.D.E.. The song title is a reference to the European route E6.
- E06, Thyroiditis ICD-10 code
- E6 (short for Epic 6), a variant of D&D 3.5
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E6 (mathematics)
In mathematics, E6 is the name of some closely related Lie groups, linear algebraic groups or their Lie algebras 
, all of which have dimension 78; the same notation E6 is used for the corresponding root lattice, which has rank 6. The designation E6 comes from the Cartan–Killing classification of the complex simple Lie algebras (see Élie_Cartan § Work). This classifies Lie algebras into four infinite series labeled An, Bn, Cn, Dn, and five exceptional cases labeled E6, E7, E8, F4, and G2. The E6 algebra is thus one of the five exceptional cases.
The fundamental group of the complex form, compact real form, or any algebraic version of E6 is the cyclic group Z/3Z, and its outer automorphism group is the cyclic group Z/2Z. Its fundamental representation is 27-dimensional (complex), and a basis is given by the 27 lines on a cubic surface. The dual representation, which is inequivalent, is also 27-dimensional.
In particle physics, E6 plays a role in some grand unified theories.
Podcasts:
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by D.d.e
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by E6
E6
by: D.d.eHan kjæm inn over Svinesund med trailern nesten tom
Og han kjenne at han skulla hatt en blund
Siste stoppen var I Hamburg, mens dæm lasta om
Og en kaffekopp da han kryssa Öresund
Han tar sjansen på at UP har avspasert I kveld
Han må opp te Bodø før det e for seint
Gjennom Østfold bruke han gasspedal'n
Som e det liv det gjeld
Det han kjøre mot e no som itj kan vent
Han kjøre E6, den strakast vei'n
Kanskje ligg det no'n I arman hennes no
E6, han må itj bli for sein
Kanskje kjenne no'n varmen hennes no
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Gi ein kollega et signal
Så han slakke av når han veit kor radarn stå r
Gjennom Drivdalen e det veiarbeid
Så vei'n e litt for smal
Han e nesten uti elva, men det går
På ei veikro nordom Stjørdalen
Med hår som bynne grån'
Sett en som ska te Skibotn som emmisær
Det e trivelig å prat litt, men te Bodø må'n
Sjøl om Jesus kjæm og dommedag e nær
Han kjøre E6, den strakast vei'n
Kanskje ligg det no'n I arman hennes no
E6, han må itj bli for sein
Kanskje kjenne no'n varmen hennes no
Det e kuling over Saltfjellet
Men den legg sæ for ei stund
Så dæm slepp å kjør kolonne gjennom snø'n
Kanskje var det emmisæren som fikk ei hjelpanes hand
Når dem kjem te Fauske vinke dæm adjø
Siste biten inn te Bodø må han gi litt ekstra gass
Og no merke han at han plutselig e pigg
Attmed Sentralsykehuset finn han parkeringsplass
Og går mot fødestua, der han veit ho ligg
Han kjøre E6, den strakast vei'n
Kanskje ligg det no'n I arman hennes no
E6, han må itj bli for sein