Predicate: sum_up

Roleset id: sum_up.01 , summarize, Source: , vncls: , framnet:

sum_up.01: SUM_UP-V NOTES: The first example has no constituent holding the utterance. If youwish to do use 'A' (as with split utterances), go right ahead. (from sum.01-v)

Aliases:

AliasFrameNetVerbNet
sum_up (v.)

Roles:

        Arg0-PAG: summarizer
        Arg1-PPT: thing summarized
        Arg2-PRD: as, if syntactically neat

Example: not syntactically nice

        person: third,  tense: present,  aspect: ns,  voice: active,  form: full

        As he sums it up: ``We are listening to the market.''

        Arg0: he
        Rel: [ sums] [ up]
        Arg1: it

Example: ARG0 and ARG1 and ARG2

        K mart Corp. Chairman Joseph E. Antonini summed up his outlook for the Christmas season as `` not troublesome . ''

        Arg0: K mart Corp. Chairman Joseph E. Antonini
        Rel: [up][summed]
        Arg1: his outlook for the Christmas season
        Arg2: as `` not troublesome


Predicate: sum

Roleset id: sum.02 , combine, add, cummulate, Source: , vncls: , framnet:

sum.02: SUM-V, SUMMATE-V, SUMMATION-N NOTES: Added by Julia based on Cryo data.

Aliases:

AliasFrameNetVerbNet
sum (v.)
summate (v.)
summmation (n.)

Roles:

        Arg0-PAG: agent
        Arg1-PPT: first thing added or all things
        Arg2-PPT: combined with
        Arg3-PRD: cummulative result

Example: summate-v

        person: ns,  tense: ns,  aspect: ns,  voice: ns,  form: ns

        It has of course been a mighty agent in evolution, for those who-1 *-1 can summate all their energies in attack have survived.

        Arg0: *-1
        Argm-mod: can
        Rel: summate
        Arg1: all their energies
        Argm-gol: in attack

Example: sum-v

        person: ns,  tense: ns,  aspect: ns,  voice: ns,  form: ns

        Then I summed their two independent rankings and reranked them.

        Argm-tmp: Then
        Arg0: I
        Rel: summed
        Arg1: their two independent rankings

Example: summation-n

        person: ns,  tense: ns,  aspect: ns,  voice: ns,  form: ns

        The summation of an infinite sequence of values is called a series.

        Rel: summation
        Arg1: of an infinite sequence of values