algebroid

As nouns the difference between terms and algebroid

is that terms is while algebroid is (mathematics) an infinitesimal algebraic object associated with a groupoid.

As an adjective algebroid is

(mathematics) describing algebraic characteristics of groupoids.

As a noun algebroid is

(mathematics) an infinitesimal algebraic object associated with a groupoid.

As an adjective algebroid is

(mathematics) describing algebraic characteristics of groupoids.

In mathematics terms the difference between algebroid and bialgebroid

is that algebroid is describing algebraic characteristics of groupoids while bialgebroid is a double algebroid.

As an adjective algebroid

is describing algebraic characteristics of groupoids.

As nouns the difference between groupoid and algebroid

is that groupoid is a magma: a set with a total binary operation while algebroid is an infinitesimal algebraic object associated with a groupoid.

As an adjective algebroid is

describing algebraic characteristics of groupoids.

As nouns the difference between object and algebroid

is that object is a thing that has physical existence while algebroid is an infinitesimal algebraic object associated with a groupoid.

As a verb object

is to disagree with something or someone; especially in a Court of Law, to raise an objection.

As an adjective algebroid is

describing algebraic characteristics of groupoids.

As adjectives the difference between algebraic and algebroid

is that algebraic is of, or relating to, algebra while algebroid is describing algebraic characteristics of groupoids.

As a noun algebroid is

an infinitesimal algebraic object associated with a groupoid.

In mathematics terms the difference between infinitesimal and algebroid

is that infinitesimal is a non-zero quantity whose magnitude is smaller than any positive number (by definition it is not a real number) while algebroid is describing algebraic characteristics of groupoids.