• Nie Znaleziono Wyników

Answers provided to query responses (BNC) in % of the total per category are presented in the table below

N/A
N/A
Protected

Academic year: 2021

Share "Answers provided to query responses (BNC) in % of the total per category are presented in the table below"

Copied!
2
0
0

Pełen tekst

(1)

We conducted our study using the BNC since it is a general corpus with a variety of domains and genres. However, we also wanted to check how the classes are distributed in more genre-specific corpora. To do this, we decided to study the following corpora:

(i) the Child Language Data Exchange System (CHILDES), which contains adult- child conversations,

(ii) the Basic Electricity and Electronics Corpus (BEE), which contains tutorial dialogues from electronics courses,

(iii) the SRI/CMU American Express dialogues (AMEX), which contains conver- sations with travel agents.

Answers provided to query responses (BNC) in % of the total per category are presented in the table below.

Category Ans. to q2 Ans. to q1

DP 76.85 62.96

MOTIV 78.05 51.22

NO ANSW 80.77 11.54

FORM 68.75 81.25

IND 53.85 100

IGNORE 50 16.67

Now we may present a summary of the distributions in each corpus (in % of the total, without CRs).

BNC: 49%

DP

CHILDES: 25.58%

BEE: 80%

AMEX: 100%

BNC: 3%

IGNORE

CHILDES: 39.53%

BEE: 2.86%

0% 50% 100%

% without CRs

1

(2)

In what follows we will take a closer look on classes distribution in the BEE corpus. Let us remind that this corpus consists of task-oriented dialogues, thus it may be noticed, that DP is the largest class of q-responses observed here.

62%

22%

14%

2%

Dependent q-responses Clarification requests No answer q-responses Ignoring q-responses

2

Cytaty

Powiązane dokumenty

Thus eigenfunctions of the Fourier transform defined by the negative definite form −x 2 in one variable are the same as eigenfunctions of the classical in- verse Fourier

By means of a connected sum on the pair: (X, the Z m -manifold), along two points of ψ −1 (0), we can change the manifold so that the monodromy along a connected component of ψ −1

In the proof of this theorem, the key role is played by an effective interpretation of the well-known fact that an irreducible polynomial which is reducible over the algebraic

These arguments arose as the result of taking a fresh look at the subject of root theory independent of its background of coincidence theory and finding that some technical

W i l k i e, Some model completeness results for expansions of the ordered field of real numbers by Pfaffian functions, preprint, 1991. [10] —, Model completeness results for

This leads one to the (false) idea that there is a natural way of defining differentiability so that differentiable functions depend only on a finite number of variables, which

In fact, the proof of the preceding section can be viewed as a generalization of the fact that adding super-perfect real adds a minimal real in the sense that the structure of

a Artificially generated noisy image, b its magnitude gradient image calculated using a two-point operator, c watersheds of b, d watersheds significant at the 10−5 significance level,