Consorting within "Choice"
Consorting with the enemy is how Mary
Henry (1996) phrased the assumptions of professional context that framed a
school district's introduction of family and community involvement (p.62). She referred to several categories of action
in her field work: beliefs that teachers should teach and parents should
parent; conflicts over goals and interests expressed as the big picture of
educators versus the self-interested motives of parents; the tradition of
teachers working in isolation with children; a conservative administrative
culture, whose well-established norms and ways of doing business defined the
School Board function as legitimator of school decisions; and questions of
loyalty and responsibility, whereby school administrators felt that they had to
support either teachers or parents in
the face of conflict. The Washington
State district that Henry studied was forced by shifting mores regarding parent
involvement, including state legislation, to review and reposition themselves
as people open to shared power and decision-making. Yet, because they approached this change cautiously and used
traditional administrative strategies, the schools were mired in scientific
management with a separation of roles and responsibilities, and the parents
found themselves defined and constrained by a bureaucratic system that
undermined parent-school collaboration.
For communities entering a phase of collaboration, there exist strong
warnings regarding the declaration of family involvement as a goal without
parallel reflection on the structures and procedures of organization.
Westside, New
Jersey (my pseudonym for the case study district discussed in this article) has
a contrasting reputation for thirty years of successful community involvement
in its integrated schools. All six
elementary (K-5) schools and the three middle schools are themed magnet schools
of choice. School review teams are the
decision-making bodies of each school, consisting of administrators,
professional staff, and parents. Active
community volunteer programs add valuable resources to the schools,
including middle school writing
centers, the use of area non-profit agencies as the sites of classes, and
active groups promoting attention to equity and integration issues; the
district maintains an active parent education program that includes trained
community volunteers who lead family math nights at the schools, and who
volunteer to teach special courses in mathematics at the middle schools. Each of the schools emphasizes family
programs. Rainbow Family Magnet School
in particular, one of the six K-5 schools, has as its magnet theme "family
and the environment," with family involvement in classrooms and school
programs as a major focus of its curriculum.
Despite Westside's long-standing efforts toward community participation,
however, it is still possible to summarize much of the professional context as consorting with the enemy. In general, teachers teach and parents
parent, even at Rainbow; parent volunteers are routinely assigned mundane tasks
in their weekly or monthly hours in the classroom, rarely utilize personal
interests or skills, and typically lose interest in such work by the upper
grades. Power is clearly not
shared. The choice system effectively
diffuses all power because dissatisfaction with a magnet school means that a
parent has the option of selecting one of the other magnets for their child;
therefore, schools need not be responsive to individual students or
disappointment in the school's success at implementing the magnet theme. Indeed, the themes themselves are somewhat
meaningless under district pressure to simultaneously achieve a common district
curriculum in academic subject areas, new state curriculum frameworks, and new
state tests in fourth, eighth, and eleventh grades designed to drive
instructional change. Community
relations are managed through well-attended district school board, school
review, and parent education meetings.
The community involvement at the district level, and family involvement
at Rainbow, serve to heighten the management toward clear delineation of roles
separating administrators and teachers from parents and community members.
School personnel perceive citizens and parents as routinely overstepping their
bounds in the sorts of demands that they assert, and thus requiring pleasant
but strong containment.
The choice
plan further undermines family involvement under a top-down management system,
since each principal must both compete for site-based budget allocations and
market their school to new families every year (Kohn 1998). The competition causes intense anxiety. For example, as parents compare average
school scores on the Metropolitan Achievement Tests that emphasize traditional
outcomes of drill and practice curricula, their focus on these scores
vandalizes the parallel performance on state assessments that stress mathematical
reasoning and communication. At
Rainbow, whose mission statement includes a commitment to collaborative work
and non-competitive group problem solving, the principal recently introduced a
"Century Club," whose privileged members have totaled 100 points on
weekly timed quizzes she prepares and administers herself. The family and environment theme has been
overshadowed by the message of an enormous banner declaring "We're smarter
because we work harder," an attempt to attract students from families who do
not find the theme or current mission statement appealing, but might be excited
by the banner during the annual shop-around open-house week. Meanwhile, there is a rumored exodus of a
large number of affluent white students (currently over-represented) to other
magnets in response to the hard work mantra recited in the halls, and the
increased emphasis on competition and drill work.
However,
Westside's history of "successful" integration and reputation of economic
diversity help to identify ways in which commonly used categories of
stakeholders, or interest groups, can be defined. For example, quite often race trumps professional categories, so
that a principal of one school may succeed in pushing through a change
supported by some but not a cross-race majority of parents. In other cases, class trumps race, so that
meetings can witness highly subtle debates regarding open-ended performance
tasks opposed to weekly quizzes on multiplication facts that sometimes break
down by race, but more often correlate with the size of the parents' houses.
There are
clashes of culture in this community, but the clashes are constantly shifting
and complex, so that common theorizations of family involvement seem
inadequate. As I look at seemingly more
homogeneous neighboring communities, I find that the theorization I offer here
makes more sense in general. Therefore,
I present a different, “heterarchic,” conceptualization based on the nomadic
epistemology of Deleuze and Guattari (1987).
I want to question common approaches to family involvement that
construct schools, mathematics education, community groups, and so on, as
clashing cultures, and educators/researchers as cultural workers.[2] First, I will demonstrate the possibilities
of common approaches, and why they might initially seem to explicate the
dynamics of family involvement. Then I
will offer alternative approaches, dubbed "heterarchic," for their
attempts to circumvent the hierarchies inherent in the common sense approached
I wish to replace.
In the common
scheme, the educator/researcher's role is to facilitate border crossings that
promote successful collaboration among the various cultures. In "The Complex World of an Embedded
Institution," Alan Peshkin (1995) delineates five categories of
constituencies, each of which are formed by their type of constituent interest
in schools, the basis of that interest, and their relationships with seven
subcategories of the Beneficiary constituency.
The impact, according to Peshkin, influences what schools do, what they
should not do, what they should do better, and what they should do that is not
currently done (p. 247). As long as
constituent interests and their extant pedagogical implications go uncontested,
schools remain quiet; the status quo is taken as the proper order of
things. If contested, interests become
stakes, and stakeholders learn the boundaries of their interests, where they
clash with those of others, and the extent of their own tendency to hold onto their
own (p. 252-3).
According to
the clashing cultures model of community involvement, no one culture can
capture the "total picture" and is, by the very fact of a
constituency, partial. Peshkin writes,
...interests
invest constituents in some dimension of schooling that usually is well short
of the whole educational life of learners, educators, or schools. The partial nature of most constituent
interests in schooling means, obviously, that most attend only to one aspect of
school life. Attending to more than one
aspect takes constituents beyond their interest, and, often, well beyond their
expertise. (p. 253)
If parents and
families constitute a constituency, then, as Davies (1994) points out, minimal
parent or family involvement in schools may be because this constituency has
made little demand. Recent work in
mathematics education indicates a significant lack of attention to
collaborative family involvement by the profession (Peressini 1996, 1997), and
the current Standards 2000 draft even
less than before (NCTM 1998). Parents
are typically positioned in Standards documents as external supporters and
little else. Yet, Davies notes the
impetus for policy change on family involvement has come mainly from elites and
policymakers, with minimal evidence of grassroots or consumer demands. Because families have not been involved in
initiation, planning, or execution of new policies, Davies expects minimal
benefits to disenfranchised 'end-users'.
This holds in the New Jersey context; unlike, say, California or other
localized reaction to Standards-based instruction, there is hardly any public
media discussion of controversies in mathematics education. New
York Times editorial page debates over the "new new math," or
"fuzzy math" may be raised at board of education or school review
meetings, and teachers express concern about preparing students according to
the new state standards. However,
family involvement is not a part of the discussions. Meanwhile, the state-sponsored New Jersey Mathematics Coalition
run out of the state university system sponsors F.A.N.S. (Families Achieving
New Standards) workshops free of charge to any group that contacts them. At least three members of the community --
myself, the director of a local soup kitchen, and a high school mathematics
teacher -- have attended F.A.N.S. facilitators workshops, yet there have been
no family workshops scheduled in Westside.
The workshops themselves were prepared and facilitator-proofed to
"teach" parents what their children will be experiencing under the
new state standards for mathematics and science, and do not support the
participation of families other than in traditional roles. Elsewhere in the state, parents and
community members attending these workshops listen to what is going to be
happening in classrooms across the state, participate in activities that are
examples of what children will or already are experiencing, and leave with
pamphlets describing new standards and workplace readiness skills. Activities that families can do together are
promised for the future (New Jersey Mathematics Coalition 1997, 1998). There is no indication that Westside parents
have seen or read the Parents' Guide available on-line (New Jersey Mathematics
Coalition 1997).
If common
interpretations of constituencies and cultures are applied within the district,
analysis indicates parent/school relationships tend to be defined by
perspectival interest. Active parents
work to demand more information about the schools, their children, performance
by race, and to influence the trajectory of curricular and magnet theme options
for their own children. There is a
vocal minority who voice consistent attacks on increased school spending at
school board meetings, town council meetings, and in letters to the local
newspaper, and this minority has become vocal in recent years because of severe
decreases in state funding for the district.
Administrators are routinely perceived as blocking parent participation
beyond what can be "safely controlled." This supports Henry's experiences, in which the administrators in
turn perceive this "arrogant administration" as more appropriately
labeled "professional." The
recent losses in state funding, for example, have led to the continued use of
pre-Standards textbooks in mathematics, in order to preserve, broadly across
the district, constituent programs as determined by administrative perception
of the degree of importance to the majority of constituents.
The principal
of Westside's K-5 Rainbow school listens to all parent complaints, ranging from
the quantity of tedious mathematics homework to a lack of thematic units or
mathematical talk in classrooms. But
she also gets complaints about too much "down time" and not enough
practice. The division of complaints in
this case tends to fall along race and class lines, with white and affluent
parents demanding more Standards-based instruction, and African-American
parents demanding that teachers insist on their children practicing skills. The school is 60% white, 40% black, in a
district that is closer to 50/50, and under pressure from the superintendent
and School Board to more closely approximate the 50/50 goal. The principal therefore listens carefully to
all parents. But she views her job,
consistent with expectations from above, as including the mandate to lead
(Henry, p. 79); anything less than decisive leadership would be considered weak
and ineffectual from her perspective.
This is a key to understanding her implementation of the "Century
Club;" if theorized in terms of constituent interest, then her role is to
lead the school toward a more equal participation by race, and this overrides
any interest she has in achieving Standards-based curricula. If parents "choose" to switch to
another magnet school, then these parents would be serving this same need since
the families overwhelmingly fall into the "other" category that is
over-represented. On the other hand,
consistent listening maintains the appearance of "family involvement"
and keeps the parents in a perpetual loop of wanting to participate and
influence their child's school, and hoping that over time their relationship
with the principal can lead to slow change.
This is reflected as well in the meetings with the community that the
new superintendent held as he was undergoing the interview process and then in
beginning his work in the district. The
local paper quoted him as excited about the degree of interest and involvement
of community members, going as far as to suggest that this was a major factor
in his decision to take on the challenge of the district. Further quotes suggested the particular
challenge of satisfying the numerous constituencies within the district while
maintaining integration and stemming the flow of affluent families to private
schools.
Listening to
parents works, to a degree, for parents keep hoping that one day there will be
some action and their voiced needs and demands will be met. The mere act of providing a space for
parents to voice concerns works well in maintaining the status quo and
achieving equilibrium in the balance of power.
The superintendent quietly reinforces a pattern of parental expression
yet professional decision making [at board of education and open forum]
meetings, where people are encouraged to voice concerns that will be considered
by the board and the superintendent. (Henry, p. 79)
Because a
constituency/cultures model posits successful collaboration in mathematics
education as depending on how effectively individuals can move between their
own culture and the organizational and bureaucratic culture of the school,
theorists that construct cultural clash advocate interventions that enable
transcending cultural borders. An
adaptation of recommendations by Olugbemiro and Aikenhead (1999), originally
suggested for life-world/school science cultural borders, suggests the
following five interventions: 1) Make the border crossings explicit for all
constituent cultures; 2) Facilitate border crossings; 3) Promote intergroup
communication so that people are talking in their own cultural, interpretive
framework, as well as in that of others, without denying the validity of their
own culture; immerse people in only one culture at a time, so that participants
are clearly aware of which culture they are in at a given time; 4) Substantiate
and build upon the validity of marginalized cultures' personal and culturally
constructed ways of knowing; and 5) teach the canonical content of school and
district culture in the context of the role of schooling in the perspectives of
the variety of constituent groups/cultures.[3]
Henry suggests
strongly that part of every administrator's and teacher's education must
include learning how to change organizational structures, to reframe
home-school relations as collaborative, to relate to and communicate with
parents in all their diversity, as well as with children (p.63). To be a professional educator would include
the ability to relate to and team with a variety of people and organizations,
including parents, citizens, and social agencies. In the context of mathematics education, it would be essential
for administrators and teachers to continue their life-long reconceptualization
of mathematics, and learning and assessment in mathematics, as their
reacquaintance with the canon of school, and in terms of the implications of
their reconceptualization for the varieties of constituent cultures. Recent research emphasizes indeed the need
to understand the degree to which assessment supports and maintains hierarchies
of power and prestige (Graue and Smith, 1996)
Barbara Gray
(1989) recommends that such educators work to defuse particular obstacles to
this sort of border crossing, including: institutional disincentives;
historical and ideological barriers; power disparities among stakeholders;
societal-level dynamics (such as the trend toward individualism in the U.S.);
differing perceptions of the level of acceptable risk; technical complexity;
and political and institutional norms.
And Joyce Epstein (1988) specifically notes five goals for parent
involvement that such educators should work to make an organic aspect of school
life: parents meeting basic parental obligations; parents helping the school to
meet its basic obligations; parental involvement in schools; parental
involvement in learning activities at home; and parental involvement in
governance and advocacy.
As parents,
citizens, and others transcend borders, they become increasingly adept at
multicultural identify shifting, including practices that might be described
metaphorically as "passing," "cross-dressing," and
"outing." R.C. Burns (1993)
speaks of parents moving from the traditional roles of audience, home tutor,
and school program supporters to co-learner (parents attend workshops and
conferences with school staff, take part in staff development, and attend
educational activities for parents), advocate (parents take part in school
board meetings, speak at faculty meetings, initiate new programs, and offer
ideas), and decision-maker (parents help evaluate how well school programs
work, help decide school budget expenditures, and collaborate in developing
school and district policies and programs).
Passing is a common occurrence in Westside,
and at Rainbow School. Professors of
Education attend parent meetings and work as parents in classrooms and
volunteer programs. Teachers act as
professionals despite their own simultaneous experiences as parents in the
community. An advocate for special
conflict resolution curricula speaks at a meeting in favor of individualized
mathematics instruction. Yet any or all
of these actors may enter an event under one rubric, such as concerned parent,
take on a role such as "energizer hour facilitator," and then end up
teaching in the classroom along with a paid teacher. Or an administrator may tell stories in a memo home about his or
her own family, clothing the self in a dress of family representative or
citizen, only to do so in order to pursue a longer term goal as
administrator. But the identity
politics is often far more complex. An
administrator may voice disagreement in the role of administrator in order to
promote a perspective identified as racially motivated, for reasons that have
little to do with the issue but instead with an administrative goal. A parent newsletter editor may raise an
issue about the social curriculum at a School Review meeting because of an
incident that occurred during a mathematics lesson in her daughter's class, an
incident that she finds problematic only because of her knowledge about
alternative classroom discipline strategies from her own professional work as a
media educator. These latter cases are
examples of cross-dressing.
I personally
experienced outing in a variety of
contexts in my four years of study. In
my early participant observation as a parent in Rainbow School, my interest in
mathematics and science curricula led to my being identified as interested more
because of my identity as a mathematics educator rather than my concerns about
outdated texts and inconsistent professional development in the areas of
mathematics as a parent and community member.
Yet months later, my offer to participate as a mathematics educator with expertise to offer was represented
as a parental interest in district and school curriculum, which in turn raised
anxieties among district administrators about a parent being intimately
involved in the private world of professional development. An invitation from a new teacher at the high
school to collaborate on the teaching of remedial mathematics classes was
interpreted by the department chair and principal as a request from a community
member and thus more appropriately undertaken by my volunteering to tutor
students after school rather than working in the classroom with an inexperienced
teacher. And pleas at numerous board of
education meetings for the district not to eliminate its outstanding
pre-kindergarten program, and accompanying documentation of the long term
financial and pedagogical gains of such programs, were offered in my own words
as coming from a member of the community committed to integrated, innovative
schools; these same arguments and documentation were dismissed in some weeks as
the cries of a parent of a potential pre-K child, in other weeks as the bravura
of a free-spending educrat professor.
Such outing tactics are key indicators of power relationships in the
community since the ability to "out" enables an individual or group
to define the discourse.
The common
sense approaches to family involvement and forms of constituency or cultural
border crossings pose the notion that power can be shared. They rely on the idea that power is held and
can be wielded or distributed in different ways. By proposing a vision of shared power, barriers to the vision,
and techniques for surmounting the barriers and moving toward the vision, they
create a conceivable notion of "progress" to which individuals can
devote professional or lay practice.
Sometimes framed as "equal status contact theory," (E.S.C.T.)
these approaches to family involvement share key attributes with contemporary
standpoints on integration. Fine, Weis,
and Powell (1997) summarize E.S.C.T. for educators as follows: 1)Equal Status
-- the content of discussion should occur in circumstances that place the groups
in equal status; 2) Personal Interaction -- the content of discussion or action
should involve one-on-one interactions among individual members of groups; 3)
Cooperative Activities -- Members of different groups should join together to
admire superordinate goals; and 4) Social Norms -- the social norms defined in
part by relevant authorities should favor intergroup contact. As I see it, E.S.C.T. is an attempt to
undermine hierarchy. Interventions are
directed at dismantling, defeating, or declaring guerilla war upon hierarchic
relations. This constitutes
metaphorical terrorism against the scientific management of schooling. Education of administrators and teachers
would be in effect an initial form of intellectual terrorism (Appelbaum 1995;
Foucault 1980) that blows up the conceptual bridges of common sense discourse
in order to build new pathways of collaboration out of the conceptual rubble.
Here in this
space I want to suggest another approach that may be more optimistic and
doable. I believe we can
reconceptualize family involvement by using a tactic initiated by Gilles
Deleuze and Felix Guattari (1987) -- by attempting a "nomadic
epistemology" we shift our discourse to one that is perpendicular to, or
linearly independent and thus circumventing of, hierarchy. The classic Deleuzian example of this is in
an architectural context: instead of setting up a dichotomy between the
sheltered and the homeless, we speak of nomads who are neither and both.
Passing,
Cross-dressing, and Outing point to the weaknesses of essentialized
constituencies and reified cultures.
The "reality," if there is one, is more of a multidimensional
and multilayered weaving of identity, rich in complexity and shifting patterns,
of identity and location in the cultures.
Events that take place do so as the ongoing construction of these
multiply-stranded identities.[4] Indeed, if we were to try to map out the
time-line of family involvement in a community (and believe me, I have tried)
it would end up violating our preconceived notions of time as linear, and, I
argue here, our preconceived notions of constituencies and membership in
cultures. Deleuze (1993) is potentially
helpful. Start first with a picture of
a piece of cloth -- already woven of different strands of identity. Now imagine the cloth creased, folded, and
refolded upon itself so that some points are points of intersection and others
are interstices. Two points previously
far apart are instantly brought together as immediate. On the other hand, a ripped piece of cloth
spontaneously forces two adjacent points to be disconnected. Then the cloth can be sewn back together,
ironed, and so on, only to displace or relocate a collection of points again. Events and identities are multitemporal,
multipositional, and constantly shifting, eluding our grasp or jumping into our
vision. Yet locally, as with any
topology, we can isolate a Euclidean metric that approximates a linear and
categorical measurement.
Another good picture is
thanks to Donna Haraway (1989): Cat's Cradle. Cat's cradle string figures can
be passed back and forth on the hands of several players, who add new moves in
the building of complex patterns. Cat's
cradle invites a sense of collective work, of one person not being able to make
all the patterns alone. ... It is not always possible to repeat interesting
patterns, and figuring out what happened to result in intriguing patterns is an
embodied analytical skill. (p.11) In other words, cats cradle is a serious game
about complex, collaborative processes for making and passing on culturally
interesting patterns. In using cat’s
cradle as a metaphor for what we observe in family involvement, we seek to
understand the processes of constitution and unraveling of diverse, fragmented
cultures.[5]
If people act
as members of constituencies, and if we theorize them as such, then I believe
there is little hope for equal status contact theory, because focus groups do
just what their name implies: they focus the group on a group purpose, a group
interest. This is Henry's and Peshkin's
keen insight as ethnographers. And this
is also Fine, Weis, and Powell's interest in why "technically desegregated"
communities corrode into sites of oppositional identities, racial tensions, and
fractured group relations simply mirroring the larger society. Perpendicular to, or, more precisely,
linearly independent of equal status contact theory, lies folding pieces of, or
looping and twisting strands of three ideas that form a framework that Fine,
Weis and Powell have found useful: community,
difference, and democracy. What
would family involvement in mathematics education sound and read like, emerge
like, if the framework for theory and practice at all levels articulated a
belief in community? And what if that
community were committed to the creative analysis of difference, with an
enduring investment in democracy?
The recently
established TMAD project, Teaching Mathematics for American Democracy,
facilitated by a Michigan teacher, Jeff Bohl, may be a place to look for this
heterarchic projection, as it begins to define for itself its own notion of
democracy and mathematics education for democracy[6].
Leadership,
Voice, Participation
What if the most recent version of the Principles and Standards (NCTM 2001) of the National Council of
Teachers of Mathematics,
instead of casually mentioning parents as appendages, promulgated community,
difference, and democracy in the service of youth leadership, voice, and participation? These are three more heterarchic
terms from Fine, Weis, and Powell that can be understood as movements (not
objects) that form dialogic relationships with all oppositions emerging out of
equal status contact theory, three points of intersection in a folded cloth,
three possible string figures woven out of constituency groups. The focus on the possible, on the potential,
is what I think this approach can offer to other important work in family
involvement in mathematics education, because, as Michael Menser (1996) writes,
"heterarchy constructs spaces that make possible effects or emergent
properties instead of signification bound to an abstract regime of overcoding
characteristic of the state and its cohorts." So, instead of trying to have a revolution, and overthrow the
regime of truth, we might, along with Deleuze and Guattari, think about
dis-placing (literally robbing it of its place), as individuals traverse
multiple divides. Youth leadership in
mathematics, voice in mathematics education, and participation in the difficult
practice of democratic community seems to me to offer this very potential.
Here is a
thought experiment to consider in developing our notions of possibility:
“Heterarchic Community School” is reconsidering its mathematics
curriculum. Faculty, students, parents,
and community members are no longer satisfied with recent attempts at
reorganizing the curriculum, and are searching for new ideas. Common in the past several years were Family
Math nights, very popular with the families of younger students, but lacking in
continued zip for those who have attended two or three of these. The annual Math Carnival during Math
Awareness Month (April!) is a consistently successful PTO event, but the
student projects showcased don't have the pedagogical impact they deserve,
since families tend to check out their own members' projects, play the games,
buy some food, and socialize, never getting around to studying and carefully
analyzing the themes of other students' projects. The weekly Math Talks that have been scheduled as an option for
any student, family member, staff member, or community member, during the last
cycle of Friday activities during the year, seem to need more expert
facilitation even as they continue to promise potential. Math-related events are difficult to
schedule since there are so many other groups attempting to move their agenda
to the forefront. Most of the people
recently involved in math event planning are becoming more concerned with the
lack of attention to conflict resolution in the curriculum; others have asked
why this is perceived as a competing interest.
The math-team, a collection of teachers, administrators, citizens,
students, and some volunteers from a senior center in another state who participate
by e-mail, is about to establish its meeting agenda. They photocopy a recent article (Gutiérrez 1999) on how teacher
collectivities can influence teachers' abilities to develop meaningful
relationships with students and advance them in mathematics.
Difference, Disparity, Desire
In some ways
leadership, voice and participation have a mostly social quality in that they
are not necessarily adept at helping us hop from the macro to the micro in our
theorizing and analysis. I think we can
get at this with another set of heterarchies, including disparity and desire. Here I am pointing to a theoretically
important distinction between "difference" (meaning
"not-same") and "disparity" (meaning "unequal in
difference"). Sharon Todd (1997),
who helps me work through this, writes that
... difference
and disparity go hand in hand as conceptual tools, for without maintaining a
notion of disparity in the material conditions that structure differences differently, difference can -- and often
does -- collapse into an individualized and psychologistic rendering of what is
often labeled "diversity." (p.240)
In struggling
against disparities of injustice, she continues, desires are produced,
mobilized, and frustrated in the pedagogical encounter with difference. Examples from the Westside case-study
district bring this to the forefront.
One parent speaks to the principal, expressing concern that her child
might be absent during a Century quiz, and then feel like a failure for not
making it into the club. Another asks
the principal if she has considered what the message is for the students who
will never make it into the club. Why
am I silent when I know the principal thinks this parent is afraid that her
child will not make it into the club, yet I also know that the parent is mostly
concerned that her child will spurn non-club members as potential friends, and
is trying to make a point about the ways in which the school inappropriately
labels children as "good" or "bad"? A parent says her son is "smarter
because he's working harder" now that he wants to get more than seven out
of ten on the next quizzes; he's set up his own standard of improvement
independent of the "club."
Yet another asks if the club party will involve pizza; she needs to know
because her daughter is lactose intolerant and uncomfortable about calling
attention to it in public. Do I feel
comfortable asking about the lack of attention to Standards-based mathematics
education practices? The local paper
last week had a front page article; the superintendent wants to stop doing the
MAT tests, citing lack of fit with the district and the new state
assessments. Of course, he promises to
find a better alternative that continues the practice of yearly testing. At parent night, nobody signs up to work in
Mrs. Miller's classroom on Friday mornings, the time she has noted as
"math." Mrs. Stevens doesn't
provide the option of parents working in the classroom during math time. Am I comfortable asking why there is a
specific math time, if I can help people brainstorm math throughout their
thematic units that are currently bridging language arts, science and social
studies? I re-read Sharon Todd, on how desire is that which ceaselessly
circulates through the unsaid,
manifesting itself in expectations, hopes, visions, fears, even as it
intersects with the symbolic and spoken discourses uttered by teacher and
student alike. Deleuze tells me
"desire never needs interpreting, it is it which experiments." (Boundas
1993, p.136) Todd (1997, p. 239)
writes, desires are "not only 'handled' or 'dealt with,' but ... [are]
also produced and constituted."
Here we have
disparities to talk about with and in our families. Yet heterarchic interpretations reframe cultural warriors in new
ways. Rather than passing, cross
dressing or outing, heterarchic interpretations call for recognition of
difference, diversity and desire as outcomes of events instead of causal
origins of entrenched problems. In
doing so, they open up a field of possibilities for coalitions and multiple
levels of possibility that cut across the lines of difference and power. A nomadic
epistemology preserves "home" in a culture and shifting multiple cultural locations; nomadic epistemology is
an event of theorizing. Rather than standpoints,
the above disparities are enunciations.
Being an other[8] -- the assumptions that set up such a
unifying concept of identity -- remains intact, despite the recognition of the
constructed new, and mutable, difference.
Joan Scott once wrote that "diversity" represents a plurality
of identities, and that we should watch out!
She suggests that we cease viewing diversity as a condition of human
existence, rather than as the effect of an enunciation of difference. She posited that this enunciation
constitutes hierarchies and asymmetries of power. I feel like regimes of truth (Peressini 1996, 1997) are
definitely "real;" they are real inasmuch as common sense is real --
they become reality through action (Deleuze and Guattari, 1987). Yet heterarchies are there and are dislocating the fixity of hierarchy so that no
heterarch fashions the "real," and all heterarchs assemble what they
have "on site." [9] It is certainly possible to study how people
in different social locations define the possibilities for localized social
movements, and how they see the potential threat of greater inequality
resulting from this reform in and among communities; the point is not to
definitively state whether or not a particular reform is "working" or
whether it is leading to greater social stratification across broad categories
of difference, but to see that in any local situation modern identities and
postmodern multiplicities of identity converge and in doing so provide the
context for heterarchic interpretation (Wells et al. 1999).
In my
case-study district, a local
activist/educator known for her successes in navigating the politics of the
district recently met with a collection of disgruntled parents to help them
strategize. Her wisdom, of course, was
to reframe the question. Putting aside
issues of power and hierarchy, she cleverly helped parents identify the ways
their goals would solve the superintendent's problems. She further helped these parents identify
the teachers whose visions would be re-energized by the support of the parents,
and other parent constituencies whose issues overlapped with this group. What the activist did was travel through the
hierarchies heterarchically, using local issues, local institutions,
local resources, and local actors. As a
heterarch she avoided existing hierarchies and savored the differences and
identities in-between the lines of power.
homi bhaba
(1994) entices us to rethink the relationship between identity and difference
by considering the space "in-between."
What is at
issue is the performative nature of differentiated identities: the regulation
and negotiation of those spaces that are continually, contingently, 'opening out', remaking the boundaries, exposing the
limits of any claim to a singular or autonomous sign of difference -- be it
class, gender, or race. Such
assignations of social differences -- where difference is neither One nor the
Other but something else besides,
in-between -- find their agency in a form of the 'future' where the past is
not originary, where the present is not simply transitory. It is, if I may stretch a point, an
interstitial future, that emerges in-between
the claims of the past and the needs of the present. (p. 219)
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[1]This article was presented as part of a Symposium on Parent Involvement in Mathematics Education at the annual meeting of the American Educational Research Association in Montreal, 1999.
[2] For a good explication of
this approach, see Rodriguez, Alberto J. (1999) Courage and the Researcher's
Gaze: (Re) Defining Our Roles as Cultural Warriors for Social Change. Keynote
address at the annual meeting of the Association for the Education of Teachers
in Science, Austin, TX, January 1999. Jegede, Olugbemiro and Glen S. Aikenhead
(1999) Transcending Cultural Borders: Implications for Science Teaching. Annual
meeting of the Association for the Education of Teachers in Science, Austin,
TX, January 1999.
[3] "We will call the determination of a closed system,a
relatively closed system which includes everything which is present in the
image -- sets, characters, props -- framing. The frame therefore forms a set which has a
great number of parts, that is of elements, which themselves form subsets. It can be broken down. Obviously these parts are themselves in
image [en image]." (Deleuze, in
Boundas 1993, p. 173)
[4] What is an event?
For Deleuze, "pure events" are by their nature paradoxes, but
significant in events is that there is an ongoing "becoming." "When I say "Alice becomes
larger," I mean that she becomes larger than she was. By the same token, however, she becomes
smaller than she is now. Certainly, she
is not bigger and smaller at the same time.
She is larger now; she was smaller before. But it is at the same moment that one becomes larger than one was
and smaller than on becomes. This is
the simultaneity of a becoming whose characteristic is to elude the
present. Insofar as it eludes the
present, becoming does not tolerate the separation or the distinction of before
and after, or of past and future. It
pertains to the essence of becoming to move and to pull in both directions at
once: Alice does not grow without shrinking, and vice versa. Good sense affirms that in all things there
is a determinable sense or direction [sense];
but paradox is the affirmation of both senses or directions at the same
time." (Deleuze, in Boundas 1993, p. 39)
[5] "Becoming is to emit particles
that take on certain relations of movement and rest because they enter a
particular zone of proximity. Or, it is
to emit particles that enter that zone because they take on those
relations." (Deleuze, in Boundas 1993, p.122) Passing on the cat's cradle is the richer metaphor for the
socially constructed event; refolding the cloth may serve a different purpose
for theorizing about events.
[6] From the TMAD forum
website: "Our understanding of democratic societies is that they thrive to
the extent that their citizens are capable of critically interrogating both
their personal experiences/lives, and the society itself. There recently has
been a great increase in the social, scientific, and technological uses of
mathematics. Given this, and the strength of mathematics as a tool for making
sense of (and, at times for obscuring) complex social issues, it is important
that individuals develop certain capabilities with and understandings about
mathematics if they are to intelligently and critically participate as
citizens. With this project we intend to make explicit the types of mathematics
education that can foster the development of those capabilities and
understandings."
[7] "If you tie someone up
and say to him "Express yourself, friend," the most he will be able
to say is that he doesn't want to be tied up.
The only spontaneity in desire is doubtless of that kind: to not want to
be oppressed, exploited, enslaved, subjugated.
But no desire has ever been created with nonwishes. Not to want to be enslaved is a
nonproposition. In retrospect every
assemblage expresses and creates a desire by constraining the plane which makes
it possible and, by making it possible, brings it about." (Deleuze, in
Boundas 1993, p. 137)
[8] "By comparing the
primary effects of the Other's presence and those of his [or her] adsence, we
are in a position to say what the Other is.
The error of philosophical theories is to reduce the Other to a
particular object, and somehow to another subject." (Deleuze, in Boundas
1993, p. 59)
[9] "... desire only exists when assembled or
machined. You cannot grasp or
conceive of a desire outside a determinate assemblage, on a plane which is not
preexistent but which must itself be constructed. All that is important is that each group or individual should
construct the plane of immanence on which they lead their life and carry on
their business." (Deleuze, in Boundas 1993, p. 136)
[10] "Desire is not
restricted to the privileged; neither is it restricted to the success of a
reduction once it has occurred. It is
in itself an immanent revolutionary process.
It is constructivist, not at all
spontaneous." (Deleuze, in Boundas 1993, p. 137)