CONJUGATION OF THE VERB TO COMPACTIFIES
PRESENT
Present
I compactifies
you compactifies
he/she/it compactifieses
we compactifies
you compactifies
they compactifies
Present continuous
I am compactifiesing
you are compactifiesing
he/she/it is compactifiesing
we are compactifiesing
you are compactifiesing
they are compactifiesing
Present perfect
I have compactifiesed
you have compactifiesed
he/she/it has compactifiesed
we have compactifiesed
you have compactifiesed
they have compactifiesed
Present perfect continuous
I have been compactifiesing
you have been compactifiesing
he/she/it has been compactifiesing
we have been compactifiesing
you have been compactifiesing
they have been compactifiesing
Present tense is used to refer to circumstances that exist at the present time or over a period that includes the present time. The
present perfect refers to past events, although it can be considered to denote primarily the resulting present situation rather than the events themselves.
PAST
Past
I compactifiesed
you compactifiesed
he/she/it compactifiesed
we compactifiesed
you compactifiesed
they compactifiesed
Past continuous
I was compactifiesing
you were compactifiesing
he/she/it was compactifiesing
we were compactifiesing
you were compactifiesing
they were compactifiesing
Past perfect
I had compactifiesed
you had compactifiesed
he/she/it had compactifiesed
we had compactifiesed
you had compactifiesed
they had compactifiesed
Past perfect continuous
I had been compactifiesing
you had been compactifiesing
he/she/it had been compactifiesing
we had been compactifiesing
you had been compactifiesing
they had been compactifiesing
Past tense forms express circumstances existing at some time in the past,
FUTURE
Future
I will compactifies
you will compactifies
he/she/it will compactifies
we will compactifies
you will compactifies
they will compactifies
Future continuous
I will be compactifiesing
you will be compactifiesing
he/she/it will be compactifiesing
we will be compactifiesing
you will be compactifiesing
they will be compactifiesing
Future perfect
I will have compactifiesed
you will have compactifiesed
he/she/it will have compactifiesed
we will have compactifiesed
you will have compactifiesed
they will have compactifiesed
Future perfect continuous
I will have been compactifiesing
you will have been compactifiesing
he/she/it will have been compactifiesing
we will have been compactifiesing
you will have been compactifiesing
they will have been compactifiesing
The
future is used to express circumstances that will occur at a later time.
CONDITIONAL
Conditional
I would compactifies
you would compactifies
he/she/it would compactifies
we would compactifies
you would compactifies
they would compactifies
Conditional continuous
I would be compactifiesing
you would be compactifiesing
he/she/it would be compactifiesing
we would be compactifiesing
you would be compactifiesing
they would be compactifiesing
Conditional perfect
I would have compactifies
you would have compactifies
he/she/it would have compactifies
we would have compactifies
you would have compactifies
they would have compactifies
Conditional perfect continuous
I would have been compactifiesing
you would have been compactifiesing
he/she/it would have been compactifiesing
we would have been compactifiesing
you would have been compactifiesing
they would have been compactifiesing
Conditional or "future-in-the-past" tense refers to hypothetical or possible actions.
IMPERATIVE
Imperative
you compactifies
we let´s compactifies
you compactifies
The
imperative is used to form commands or requests.
NONFINITE VERB FORMS
Infinitive
to compactifies
Past participle
compactifiesed
Present Participle
compactifiesing
Infinitive shows the action beyond temporal perspective. The
present participle or gerund shows the action during the session. The
past participle shows the action after completion.
10 ENGLISH BOOKS RELATING TO «COMPACTIFIES»
Discover the use of
compactifies in the following bibliographical selection. Books relating to
compactifies and brief extracts from same to provide context of its use in English literature.
1
Natural Compactifications of Lattices
Abbreviated introduction: Armed only with the definition of compactification, and asked to compactify the open disc in the plane, a novice topologist would most likely simply add its boundary.
Linda Joe Wahl Smith, 1969
2
Nonlinear Water Waves with Applications to Wave-Current ...
10 I0. shows that P2 compactifies C2 by adding the line P1 to C2. Similarly, P1
compactifies C by adding a point at infinity144 and can be identified with the
extended complex plane C U {00} (the model being the unit sphere in R3, from
which it ...
The two ended ladder (Figure 4.1.3) compactifies to a sphere with a sequence of
handles clustering at the north and south poles (which are the ends Koo). These
last two compactifications are not manifolds. The Alexander horned sphere ...
Alberto Candel, Lawrence Conlon
4
e-Study Guide for: Quantum Field Theory I: Basics in ...
Compactification plays an important part in thermal field theory Vl compactifies
time, in string theory where one compactifies the ex dimensions of the theory, and
in two- or one-dimensional solid st physics, where one considers a system which
...
Cram101 Textbook Reviews, 2012
5
The Attractor Mechanism: Proceedings of the INFN-Laboratori ...
For M» I G/H, H is the maximal compact subgroup of G when one compactifies on
a spatial isometry down to (1,2) space, or the analytical continuation of the
maximal compact subgroup when one compactifies on the time isometry down to
(0, ...
6
Of Stones and Man: From the Pharaohs to the Present Day
The bottom wall having infinite mass runs with an velocity — v into the powder
and compactifies it further to a solid fraction v2 > v\ while accelerating it to the
same velocity (which in the laboratory frame means that the powder comes to rest
).
7
Algebraic Integrability, Painlevé Geometry and Lie Algebras
The Riemann surface that compactifies 8, defined by (8.85), is isomorphic to the
curve £ of rank three quadrics (8.71). Proof. Both Riemann surfaces are double
covers of Pi, ramified over four points, namely 0,/32, —a2 and oo for the Riemann
...
Mark Adler, Pierre van Moerbeke, Pol Vanhaecke, 2004
8
Recent Developments in Pseudo-Riemannian Geometry
To better understand the way R1'"-1 compactifies, the following lemma is useful (
a proof is given in [14], p. 53): Lemma 5.1. After identifying R1'"-1 Ein„ \ thanks to
the stereographic projection s, one has the following. (i) Let u be a timelike or a ...
Dmitri♯Ư Vladimirovich Alekseevski♯Ư, Helga Baum, 2008
9
Introduction to Supersymmetry
We see from (26.9) that (i) when the time-like dimension is on M4, then M7
compactifies, and (ii) when it is on M7 then M4 compactifies. Case (i) is of course '
realistic'. We have thus shown that spontaneous compactification does occur in ...
10
Canadian Journal of Mathematics
An important part of Gromov's work involves the introduction of a "boundary"
which compactifies the Cayley graph of a word hyperbolic group (in fact it
compactifies a 8- hyperbolic space). This construction generalizes the usual ...
