검색어: algebras (영어 - 터키어)

"cardinal algebras".
cardinal algebras.

"cylindric algebras: part i".
cylindric algebras: part i. north-holland.

"algebras, rings and modules".
"algebras, rings and modules".

" week 5, "spinors and clifford algebras".
" week 5, "spinors and clifford algebras".

in mathematics, clifford algebras are a type of associative algebra.
matematikte, clifford cebirleri birleşmeli cebirin bir tipidir.

"introduction to lie algebras", 1st edition, springer, 2006.
"introduction to lie algebras", 1st edition, springer, 2006.

"lie algebras and lie groups", 2nd edition, springer, 2006.
"lie algebras and lie groups", 2nd edition, springer, 2006.

===physics===clifford algebras have numerous important applications in physics.
===fizik===clifford cebrinin fizikte çok sayıda önemli uygulamaları var.

kac, "simple irreducible graded lie algebras of finite growth" math.
kac, "simple irreducible graded lie algebras of finite growth" math.

clifford algebras are z2-graded algebras (also known as superalgebras).
clifford cebri z2-kademeli cebir (ayrıca supercebir olarak biliniyor).

:: this book contains applications of exterior algebras to problems in partial differential equations.
:: this book contains applications of exterior algebras to problems in partial differential equations.

"lie groups, lie algebras, and their representations", 1st edition, springer, 2004.
"lie groups, lie algebras, and their representations", 1st edition, springer, 2004.

* j. humphreys, "introduction to lie algebras and representation theory", springer, 1972.
* j. humphreys, "introduction to lie algebras and representation theory", springer, 1972.

moody, "a new class of lie algebras", j. of algebra, 10 (1968) pp.
moody, "a new class of lie algebras", j. of algebra, 10 (1968) pp.

isbn 0-387-90053-5* jacobson, nathan, "lie algebras", republication of the 1962 original.
isbn 0-387-90053-5* jacobson, nathan, "lie algebras", republication of the 1962 original.

square (algebra)
kare