CONJUGATION OF THE VERB TO UPHEAP
PRESENT
Present
I upheap
you upheap
he/she/it upheaps
we upheap
you upheap
they upheap
Present continuous
I am upheaping
you are upheaping
he/she/it is upheaping
we are upheaping
you are upheaping
they are upheaping
Present perfect
I have upheaped
you have upheaped
he/she/it has upheaped
we have upheaped
you have upheaped
they have upheaped
Present perfect continuous
I have been upheaping
you have been upheaping
he/she/it has been upheaping
we have been upheaping
you have been upheaping
they have been upheaping
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 upheaped
you upheaped
he/she/it upheaped
we upheaped
you upheaped
they upheaped
Past continuous
I was upheaping
you were upheaping
he/she/it was upheaping
we were upheaping
you were upheaping
they were upheaping
Past perfect
I had upheaped
you had upheaped
he/she/it had upheaped
we had upheaped
you had upheaped
they had upheaped
Past perfect continuous
I had been upheaping
you had been upheaping
he/she/it had been upheaping
we had been upheaping
you had been upheaping
they had been upheaping
Past tense forms express circumstances existing at some time in the past,
FUTURE
Future
I will upheap
you will upheap
he/she/it will upheap
we will upheap
you will upheap
they will upheap
Future continuous
I will be upheaping
you will be upheaping
he/she/it will be upheaping
we will be upheaping
you will be upheaping
they will be upheaping
Future perfect
I will have upheaped
you will have upheaped
he/she/it will have upheaped
we will have upheaped
you will have upheaped
they will have upheaped
Future perfect continuous
I will have been upheaping
you will have been upheaping
he/she/it will have been upheaping
we will have been upheaping
you will have been upheaping
they will have been upheaping
The
future is used to express circumstances that will occur at a later time.
CONDITIONAL
Conditional
I would upheap
you would upheap
he/she/it would upheap
we would upheap
you would upheap
they would upheap
Conditional continuous
I would be upheaping
you would be upheaping
he/she/it would be upheaping
we would be upheaping
you would be upheaping
they would be upheaping
Conditional perfect
I would have upheap
you would have upheap
he/she/it would have upheap
we would have upheap
you would have upheap
they would have upheap
Conditional perfect continuous
I would have been upheaping
you would have been upheaping
he/she/it would have been upheaping
we would have been upheaping
you would have been upheaping
they would have been upheaping
Conditional or "future-in-the-past" tense refers to hypothetical or possible actions.
IMPERATIVE
Imperative
you upheap
we let´s upheap
you upheap
The
imperative is used to form commands or requests.
NONFINITE VERB FORMS
Present Participle
upheaping
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 «UPHEAP»
Discover the use of
upheap in the following bibliographical selection. Books relating to
upheap and brief extracts from same to provide context of its use in English literature.
1
Algorithms and Theory of Computation Handbook, Second ...
(c–e) Upheap. (f) After insertion. exchanges. The downward movement of
element e by means of exchanges is conventionally called downheap. An
example of operation REMOVEMAX in a heap is shown in Figure 4.3. 4.3.4.3
Operation ...
Mikhail J. Atallah, Marina Blanton, 2009
2
Algorithms and Theory of Computation Handbook
We have preserved the level property, but we may have violated the partial order
property, which can be restored by performing either upheap or downheap.
Finally, after modifying an element of heap T, if the partial order property is
violated, ...
3
Level Set Methods and Fast Marching Methods: Evolving ...
Insert works by increasing the heap size by one and trickling the new element
upward to its correct location using an UpHeap operation. Lastly, to ensure that
the updated u values do not violate the heap property, we need to perform an ...
4
Computer Science with MATHEMATICA ®: Theory and Practice for ...
Positive] := Floor[k/2] (* Predecessor node *) Set Attributes[ upHeap, HoldFirst ]
upHeap[h_Symbol, kO_] := Module [{v = h[[kO]], k = kO}, While [ p[k] > 0 && h[[ p[k]
]] < v, h[[ k ]] = h[[ p[k] ]]; k = p[k] h[[k]] = v; h Listing 8.4-1 Restoring the heap ...
5
Geometric Methods in Bio-Medical Image Processing
Insert works by increasing the heap size by one and trickling the new element
upward to its correct location using an UpHeap operation. Lastly, to ensure that
the updated T values do not violate the heap property, we need to perform a ...
Subsequently, the last element is moved to the first position, and the heap order
is restored. Listings 4.7 and 4.8 show these algorithms in pseudocode. Listing 4.7
. | procedure Insert (x: Integer); Inserting an n := n + 1; a[n] := x; UpHeap(n); end ...
7
On the Fromth of the Lifekin
These untodealel undersheds are highly weighty for us, as they afford materials
for ikindsome choosing to upheap, in the same way as man can upheap in any
given stighting untodealel undersheds in his housened tidderings.
8
Chambers's Twentieth Century Dictionary (part 4 of 4: S-Z ...
Up′gush, a gushing upward. Uphand, up′hand, adj. lifted by hand. Upheap,
uphēp′, v.t. to heap up.—n.Upheap′ing. Upheave, uphēv′, v.t.toheave or lift
up.—n.Upheav′al, the raising of surface formations by the action of internal
forces ...
9
Computer Science Handbook, Second Edition
We have preserved the level property, but we may have violated the partial order
property, which can be restored by performing either upheap or downheap.
Finally, after modifying an element of heap T, if the partial order property is
violated, ...
10
Data Structures: From Arrays to Priority Queues
If it is allowed to migrate upward, the heap condition can be restored: procedure
UpHeap(k) {0(ln k) while k 5* 2 do p *— INT(*/2) p?,v^ cf C If A[*] > A[p] then
7Vmp *— A[k] A[k] *—A[p] M p] *~ Temp k *— p else exit endif endwhile end {
UpHeap ...
