### Some articles on *topological*:

Category Of

... In mathematics, the category of

**Topological**Vector Spaces... In mathematics, the category of

**topological**vector spaces is the category whose objects are**topological**vector spaces and whose morphisms are continuous linear maps ... Fixing a**topological**field K, one can also consider the (sub-)category TVectK of**topological**vector spaces over K with continuous K-linear maps as the morphisms ...**Topological**Semigroup

... In mathematics, a

**topological**semigroup is a semigroup which is simultaneously a

**topological**space, and whose semigroup operation is continuous ... A

**topological**group is a

**topological**semigroup ...

**Topological**Computing -

**Topological**Processors and Computers

... A computing unit performing the operations with topologically modulated impulses is a

**topological**processor proposed in 1991–1992 ... with other necessary conventional digital units makes up the

**topological**computer ... predicate logic processor based on the idea of

**topological**computing was designed and tested by FPGA modeling in 2007 ...

Surgery Exact Sequence - Examples - 3. Complex Projective Spaces in The

... The complex projective space is a -dimensional

**Topological**Category... The complex projective space is a -dimensional

**topological**manifold with ... In addition it is known that in the case in the**topological**category the surgery obstruction map is always surjective ...Local Flatness

... a branch of mathematics, local flatness is a property of a submanifold in a

... a branch of mathematics, local flatness is a property of a submanifold in a

**topological**manifold of larger dimension ... In the category of**topological**manifolds, locally flat submanifolds play a role similar to that of embedded submanifolds in the category of smooth manifolds ... If we say N is locally flat at x if there is a neighborhood of x such that the**topological**pair is homeomorphic to the pair, with a standard inclusion of as a ...