For this reason this topology is called the open extension topology of X plus P, with which one extends to X P the open sets of X.

For this reason this topology is called the closed extension topology of X plus P, with which one extends to X P the closed sets of X.

Bus

The space of real numbers under the usual topology contains 14 sets.

See also Topological quantum field theory References Quantum topology by Louis H. Kauffman and Randy A. Baadhio, World Scientific Publishing Co Pte Ltd, 1993 External links Quantum Topology at EMS Publishing House.

Ethernet bus

In commutative algebra, the constructible topology on the spectrum formula_1 of a commutative ring formula_2 is a topology where each closed set is the image of formula_3 in formula_1 for some algebra B over A .

In computing, bus mastering is a feature supported by many bus architectures that enables a device connected to the bus to initiate transactions.

Here's the bus.

But although I would love to talk about topology with you, I'm not going to.

I was on the bus. My wife and I, of 37 years, joined the bus.

Here comes the bus.

Here comes the bus.

Let's go by bus.

Sami's bus was late.

Sami missed his bus.

Sami rides my bus.

Sami rides my bus.

Here comes the bus!

Here comes the bus!

I missed the bus.

There comes the bus.

Being Y a topological space and R a subset of Y, one might ask whether the extension topology of Y R plus R is the same as the original topology of Y, and the answer is in general no.

Now, you know from the '60s, you're either on the bus or you're off the bus.

A system bus is a single computer bus that connects the major components of a computer system.

As a result, real power is usually transmitted from the bus with higher voltage angle to the bus with lower voltage angle, and reactive power is usually transmitted from the bus with higher voltage magnitude to the bus with lower voltage magnitude.

Algebraic topology is a branch of mathematics that uses tools from abstract algebra to study topological spaces.

Notes References Samuel Eilenberg and Norman Steenrod Foundations of Algebraic Topology , Princeton University Press, 1952, p. 234.

He just missed the bus.

Apparently, the bus is late.

Tom took the wrong bus.

She waited for the bus.

Fadil took a public bus.

Sami bought a bus ticket.

Sami is on a bus.

Sami is on a bus.

Alright, then, take the bus!

Bus stop on Lunina Ave.

Mini bus Pajero pick up

The bus hasn't come yet.

You'd better go by bus.

In fact, if an ordered set in the order topology is a linear continuum, it must be connected.

We may have missed the bus.

I want to charter a bus.

I go to school by bus.