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Ethay Fficialay Igpay AtinLay Eadthray

Iway asway away astermay ofway igpay atinlay asway away ildchay
, oweverhay Iway ostlay isthay onderfulway illskay asway ewgray
inway ageway andway earnedlay atthay irlsgay idn'tday ikelay
isthay omanticray anguagelay, Iway onderway ywhay?
 
mightymouse69 said:
Iway asway away astermay ofway igpay atinlay asway away ildchay
, oweverhay Iway ostlay isthay onderfulway illskay asway ewgray
inway ageway andway earnedlay atthay irlsgay idn'tday ikelay
isthay omanticray anguagelay, Iway onderway ywhay?


girls totally dig it. I swear.


I just found this - it makes life easier:

http://www.snowcrest.net/donnelly/piglatin.html


Ounggunsyay earsway inkpay antiespay andway ucssay ishay
umbthay.
 
Eetsway!


Onsidercay ethay exampleway ofway ovingmay alongway away urvecay
γ(tay) inway ethay Euclideanway aneplay. Inway olarpay
oordinatescay, γ aymay ebay ittenwray inway ermstay ofway itsway
adialray andway angularway oordinatescay ybay γ(tay) = (ray(tay
), θ(tay)). Away ectorvay atway away articularpay imetay tay
[7] (orfay instanceway, ethay accelerationway ofway ethay
urvecay) isway expressedway inway ermstay ofway , erewhay
andway areway unitway angenttay ectorsvay orfay ethay olarpay
oordinatescay, ervingsay asway away asisbay otay ecomposeday
away ectorvay inway ermstay ofway adialray andway angentialtay
omponentscay. Atway away ightlyslay aterlay imetay, ethay ewnay
asisbay inway olarpay oordinatescay appearsway ightlyslay
otatedray ithway espectray otay ethay irstfay etsay. Ethay
ovariantcay erivativeday ofway ethay asisbay ectorsvay (ethay
Istoffelchray ymbolssay) ervesay otay expressway isthay angechay.

HTHAY



:owcay:
 
samoth said:
Eetsway!


Onsidercay ethay exampleway ofway ovingmay alongway away urvecay
γ(tay) inway ethay Euclideanway aneplay. Inway olarpay
oordinatescay, γ aymay ebay ittenwray inway ermstay ofway itsway
adialray andway angularway oordinatescay ybay γ(tay) = (ray(tay
), θ(tay)). Away ectorvay atway away articularpay imetay tay
[7] (orfay instanceway, ethay accelerationway ofway ethay
urvecay) isway expressedway inway ermstay ofway , erewhay
andway areway unitway angenttay ectorsvay orfay ethay olarpay
oordinatescay, ervingsay asway away asisbay otay ecomposeday
away ectorvay inway ermstay ofway adialray andway angentialtay
omponentscay. Atway away ightlyslay aterlay imetay, ethay ewnay
asisbay inway olarpay oordinatescay appearsway ightlyslay
otatedray ithway espectray otay ethay irstfay etsay. Ethay
ovariantcay erivativeday ofway ethay asisbay ectorsvay (ethay
Istoffelchray ymbolssay) ervesay otay expressway isthay angechay.

HTHAY



:owcay:

LOL @ : owcay:


I don't even know what "covariant derivative of the basis vectors" means in english.
 
samoth said:
Eetsway!


Onsidercay ethay exampleway ofway ovingmay alongway away urvecay
γ(tay) inway ethay Euclideanway aneplay. Inway olarpay
oordinatescay, γ aymay ebay ittenwray inway ermstay ofway itsway
adialray andway angularway oordinatescay ybay γ(tay) = (ray(tay
), θ(tay)). Away ectorvay atway away articularpay imetay tay
[7] (orfay instanceway, ethay accelerationway ofway ethay
urvecay) isway expressedway inway ermstay ofway , erewhay
andway areway unitway angenttay ectorsvay orfay ethay olarpay
oordinatescay, ervingsay asway away asisbay otay ecomposeday
away ectorvay inway ermstay ofway adialray andway angentialtay
omponentscay. Atway away ightlyslay aterlay imetay, ethay ewnay
asisbay inway olarpay oordinatescay appearsway ightlyslay
otatedray ithway espectray otay ethay irstfay etsay. Ethay
ovariantcay erivativeday ofway ethay asisbay ectorsvay (ethay
Istoffelchray ymbolssay) ervesay otay expressway isthay angechay.

HTHAY



:owcay:
:lmao:

ollay @ owcay
 
samoth said:
Eetsway!


Onsidercay ethay exampleway ofway ovingmay alongway away urvecay
γ(tay) inway ethay Euclideanway aneplay. Inway olarpay
oordinatescay, γ aymay ebay ittenwray inway ermstay ofway itsway
adialray andway angularway oordinatescay ybay γ(tay) = (ray(tay
), θ(tay)). Away ectorvay atway away articularpay imetay tay
[7] (orfay instanceway, ethay accelerationway ofway ethay
urvecay) isway expressedway inway ermstay ofway , erewhay
andway areway unitway angenttay ectorsvay orfay ethay olarpay
oordinatescay, ervingsay asway away asisbay otay ecomposeday
away ectorvay inway ermstay ofway adialray andway angentialtay
omponentscay. Atway away ightlyslay aterlay imetay, ethay ewnay
asisbay inway olarpay oordinatescay appearsway ightlyslay
otatedray ithway espectray otay ethay irstfay etsay. Ethay
ovariantcay erivativeday ofway ethay asisbay ectorsvay (ethay
Istoffelchray ymbolssay) ervesay otay expressway isthay angechay.

HTHAY



:owcay:

beruay erdnay

eerschay,
cotsmansay
 
samoth said:
Eetsway!


Onsidercay ethay exampleway ofway ovingmay alongway away urvecay
γ(tay) inway ethay Euclideanway aneplay. Inway olarpay
oordinatescay, γ aymay ebay ittenwray inway ermstay ofway itsway
adialray andway angularway oordinatescay ybay γ(tay) = (ray(tay
), θ(tay)). Away ectorvay atway away articularpay imetay tay
[7] (orfay instanceway, ethay accelerationway ofway ethay
urvecay) isway expressedway inway ermstay ofway , erewhay
andway areway unitway angenttay ectorsvay orfay ethay olarpay
oordinatescay, ervingsay asway away asisbay otay ecomposeday
away ectorvay inway ermstay ofway adialray andway angentialtay
omponentscay. Atway away ightlyslay aterlay imetay, ethay ewnay
asisbay inway olarpay oordinatescay appearsway ightlyslay
otatedray ithway espectray otay ethay irstfay etsay. Ethay
ovariantcay erivativeday ofway ethay asisbay ectorsvay (ethay
Istoffelchray ymbolssay) ervesay otay expressway isthay angechay.

HTHAY



:owcay:
ollay
 
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