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Mathematical marriages: intercourse between mathematics and Semiotic choice
1The Cohn Institute for the History and Philosophy of Science and Ideas, Faculty of Humanities, Tel-Aviv University, Tel-Aviv. rwagner@mta.ac.il
Social Studies of Science
|October 17, 2009
Summary
This study reveals how gendered language in mathematical problems, like the stable marriage problem, shapes outcomes and reinforces societal biases. It explores ways to break free from these restrictive semiotic choices.
Area of Science:
- Mathematics
- Linguistics
- Sociology
Background:
- The stable marriage problem is a classic mathematical challenge.
- Semiotic choices, including language, influence problem representation and solution.
- Gendered language in mathematics can perpetuate societal structures.
Purpose of the Study:
- To analyze the impact of semiotic choices on the stable marriage problem.
- To investigate how gendered language affects mathematical problem formulation and solutions.
- To identify methods for deconstructing the link between mathematics and gendered language.
Main Methods:
- Semiotic analysis of mathematical problem statements.
- Examination of gendered language in mathematical contexts.
- Exploration of alternative semiotic approaches.
Main Results:
- Socially restrictive semiotic choices, particularly gendered language, constrain mathematical problem-solving.
- Gendered language in mathematics can create a feedback loop, reinforcing existing societal biases.
- The study identifies potential 'lines of flight' or alternative semiotic pathways.
Conclusions:
- Mathematical problem presentation is not neutral and is influenced by socio-cultural factors.
- Challenging gendered language in mathematics is crucial for more equitable problem-solving.
- Semiotics offers tools to understand and potentially dismantle restrictive frameworks in mathematics.
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