Gender Equity for Mathematics and Science
Notes on Invited Faculty presentations
Judith Jacobs
MATH
- AAUW study shows the longer we teach students, the less they like math
- Feminist pedagogy is not anti-male; being feminist is not being anti-male
- Need to stop viewing teacher as the fount of all wisdom
- Math perceived as male domain
- AAUW study examined this topic
- from elementary school to high school, large drop in number of the number of girls who perceive themselves as good in math
- Possible causes for girls' lack of interest and/or poor performance in math
- biology
- math anxiety
- perceived usefulness of math
- math as a male domain
- teachers' differential treatment
- autonomous learning behavior
of males and females
- perception of self as learner
- confidence
- causal attribution
References
- Suzanne K. Damarin, "Teaching Mathematics from a Feminist Point of View"
- Carol Gilligan, In a Different Voice: Psychological Theory and Women's Development
- Belenky et al., Women's Ways of Knowing.
Women's Ways Of Knowing
| STAGE OF KNOWING | STATEMENT
|
|---|
SILENT KNOWING
|
|---|
Accept authority's verdict as to what is true
| Inner voice that expresses what teacher thinks...
|
RECEIVED KNOWING
|
|---|
Learns by listening; returns the words of authority
| I know because my teacher says so...
|
Speaker not the source of knowledge
|
SUBJECTIVE KNOWING
|
|---|
Inner voice says "I know what I feel in my gut"
| I know...just look
|
Assumes that there are right answers
|
Male: I have a right to my opinion
Female: It is just my opinion
|
PROCEDURAL KNOWING*
|
|---|
Voice of reason
| I know...I need a proof
|
Begin to validate argument
|
Separate Knowing: looks to propositional logic; impersonal
| I know it looks that way...
|
Connected Knowing: looks to circumstances; access to other people's knowledge
| What about the others? Let's look at these also.
|
CONSTRUCTED KNOWING
|
|---|
Effort to integrate what is known intuitively and what others know
| Let's compare... Tell me why you think...
|
Appreciate complexity of knowledge
|
* Procedural knowing
| SEPARATE | CONNECTED
|
|---|
| logic | intuition
|
| rigor | creativity
|
| abstraction | hypothetical
|
| rationality | experiential
|
| axiomatic | relativism
|
| certainty | inductive
|
| deductive | incompleteness
|
| completeness | personal process tied to cultural environment
|
absolute truth
|
power and control
|
| algorithmic | FOCUS ON THIS IN THE CLASS ROOM
|
structural
|
How do mathematicians teach math? Separate
What do mathematicians really do? Connected!
Aspects of Feminist Pedagogy for Mathematics Instruction
- Content mathematics
- The language of the mathematics rather than mastering material and tackling problems, create elegant proofs and integrate problems
- The nature of proof
- how do you know something in mathematics?
- multiple models of proof (e.g., examples, algebraic, generalizable model)
- What do mathematicians do
- The pedagogy of the math classroom
- The relationship among teachers and students
- community of learners
- teacher as a facilitator/support person
- teacher as a mid-wife trusting and willing to take risks
- start out slowly, build up trust, and can speed up later
- teacher is NOT fount of all knowledge
- Using students' experiences to enhance their learning
- need to know what is going with students' lives/cultures
- extracurricular, MTV, games from other cultures all come with their own "baggage"
- career options (e.g., engineering) should include considering positive applications (artificial limbs, better baby car seat as well as a better bomb)
- Cooperative vs. competitive experience
- Do both?
- In 1960's, math was learned in isolation-cooperative learning would have been viewed as cheating
- Lots of competition exists outside of the classroom
- Math competitions should include team problems as well as individual
- Teachers must monitor male-female interactions in cooperative learning groups to make sure that males don't dominate and that females don't end up being secretaries.
- Writing as a means of learning
- Women are more willing to write; they like to use writing as a way of thinking
- Comparison/analysis of trig functions
SCIENCE
Most work has been done in England. Reference: Sue Rosser, Female-Friendly Science.
| Analytical/instrumental | Nurturative
|
|---|
| interest in rules | interest in relationships
|
| interest in machines | interest in people
|
| interest in fairness/justice | interest in pragmatism
|
| competitive | network of cooperative relationships
|
| analytical | aesthetic appreciation
|
| controlling inanimate things | nurturing living things
|
Girls use computers to do things; boys master the computer.
A survey of 11-year-olds in England showed the following interests:
| Girls | Boys
|
|---|
- What food is good for you
- How children develop
- Eyes and vision
- Rainbows
- How a record is made
- Germs and illness
|
- How cars work
- Computers
- Volcanoes and earthquakes
- Stars and planets
- How machines work
- How transistors work
|
Feminist science is particularly humanistic and does not stereotype persons in science
- open regarding what is objectivity in investigations
- incorporates rather than rejects subjectivity
- more open in evaluating data and evidence and nature of collection
- status of scientific knowledge is not paramount
- sees science as enriching the quality of human life
- looks for evidence beyond what we can see
Girl-friendly science curriculum
- sets experiments in context
- links physical science principles to the human body
- stresses safety precautions rather than dangers
- aims for a balanced view of benefit and disadvantages of scientific development
- makes aesthetically pleasing exhibits
- employs imaginative writing
J. Goldblum from Jurassic Park..."Just because you can do it doesn't mean you should."
Feminist pedagogy-Gender does not determine what one can and cannot do.
TASKS...casual attribution theory
| Internal | External
|
|---|
| Stable | ability | task
|
|---|
| Unstable | effort | luck/environment
|
|---|
"My job is to ASK the questions, not ANSWER them!"
How does your subject promote separate knowing, connected knowing, and what can you do to promote more connected knowing?
Reference: Teri Perl, Women and Numbers.
Assessment
Estimation: Give range and explain why you selected that range.
Open-ended question: The formula V= Bh works for some but not others. Explain the situations in which it works and in which it doesn't.
Woodrow Wilson Leadership Program in Mathematics
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