adele

As nouns the difference between adele and adl

is that adele is (mathematics) a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field while adl is sickness, disease.

is likely misspelled.

has no English definition.

As a proper noun Adele

is {{given name|female|from=Germanic}}.

As a noun adele

is a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field.

As nouns the difference between adele and belligerent

is that adele is (mathematics) a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field while belligerent is a state or other armed participant in warfare.

As an adjective belligerent is

engaged in warfare, warring.

As a verb anele

is (obsolete) to anoint; to give extreme unction to a wound with oil.

As a noun adele is

(mathematics) a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field.

As nouns the difference between adele and addle

is that adele is (mathematics) a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field while addle is (obsolete) liquid filth; mire or addle can be a foolish or dull-witted fellow.

As a verb addle is

(provincial|northern england) to earn, earn by labor; earn money or one's living — or addle can be to make addle; to grow addle; to muddle; as, he addled his brain.

As an adjective addle is

having lost the power of development, and become rotten, as eggs; putrid.

As a noun adele

is (mathematics) a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field.

As a contraction dele is

.

As an interjection andele

is (us|slang) hurry up; come on; get a move on.

As a noun adele is

(mathematics) a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field.

As nouns the difference between adle and adele

is that adle is sickness; disease while adele is a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field.

As a proper noun Adele is

{{given name|female|from=Germanic}}.

In mathematics terms the difference between adele and idele

is that adele is a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field while idele is an invertible element of the adele ring.

As a proper noun Adele

is {{given name|female|from=Germanic}}.

As nouns the difference between abele and adele

is that abele is the white poplar (Populus alba) while adele is a member of a self-dual topological ring built on the field of rational numbers (or, more generally, any algebraic number field), and involving in a symmetric way all the completions of the field.

As a proper noun Adele is

{{given name|female|from=Germanic}}.