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Gender Equity for Mathematics and Science

Notes on Invited Faculty presentations

Judith Jacobs

MATH

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 KNOWINGSTATEMENT
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

SEPARATECONNECTED
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

  1. Content mathematics
    1. The language of the mathematics rather than mastering material and tackling problems, create elegant proofs and integrate problems
    2. The nature of proof
      how do you know something in mathematics?
      multiple models of proof (e.g., examples, algebraic, generalizable model)
    3. What do mathematicians do
  2. The pedagogy of the math classroom
    1. 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
    2. 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)
    3. 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.
    4. 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/instrumentalNurturative
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:

GirlsBoys
  1. What food is good for you
  2. How children develop
  3. Eyes and vision
  4. Rainbows
  5. How a record is made
  6. Germs and illness
  1. How cars work
  2. Computers
  3. Volcanoes and earthquakes
  4. Stars and planets
  5. How machines work
  6. How transistors work

Feminist science is particularly humanistic and does not stereotype persons in science

Girl-friendly science curriculum

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
InternalExternal
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.

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