Children\'s Mathematics

(Ann) #1
Early writing, early mathematics 65

Literacy

Chomsky’s (1965) Language
Acquisition Device (LAD) innate
structures somehow guide the consider
the ‘right’ possibilities among an
abundance of logical alternatives.
The social learning aspect was a
significant factor in children’s language
and literacy learning. Harste, Woodward
and Burke (1984): ‘Language whether
oral or written is a social event of some
complexity. Language did not develop
because of the existence of one language
user but two.’

‘Meaning is the key to reading’.
(Smith, 1978)

Children are powerful learners and
they know a considerable amount
about literacy before they come to
school (Clay, 1975; Hall, 1987).

Pre-reading and readiness are
questioned. Coltheart (1979)
demonstrated that reading readiness
has no basis. The way to learn to read
is by reading.

Markman (1990) suggests that children
narrow down alternatives by making
certain assumptions about word mean-
ings which constrain their guesses.

Barratt-Pugh (2000) proposes that
literacy learning is embedded in the
socio-cultural practices that children
are involved in.

Mathematics

Gelman and Gallistel (1978) suggest
that similar innate structures as in LAD
guide children learning to count. They
claim infants are born with a non-verbal
mechanism called an ‘accumulator’.
‘Mathematics knowledge is a social
category of knowledge’ (Nunes and
Bryant, 1996).

Hughes (1986) proposes that children
need meaningful and relevant
mathematical tasks.
Aubrey (1994b) found that pre-
schoolers had a considerable amount of
informal mathematical knowledge
before they enter school.

Durham Project (cited by Pettitt and
Davis, 1994) questions pre-number
concepts. From the evidence of their
research children learn about number
by counting objects in a variety of ways
and not by traditional pre-number
activities, e.g. sorting and matching.
Gelman (1991) proposes that the
counting principles (Gelman and
Gallistel, 1978) function as constraints
for number.

Worthington and Carruthers (Chapter
2 in this volume) argue that
mathematical learning is embedded in
the socio-cultural practices of the
child’s family, community and culture.

(Source: adapted from Carruthers, 1997c.)

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