1. PLMLC Leadership Series London Region Day 2 Ellen Walters, YCDSB Shelley Yearley, TLDSB Tuesday March 1, 2011

2. Interactive Session Activities Engage in mathematics to experience a ‘learner stance’ Explore learning networks Refine Mathematics Leadership Learning Cycle (Plan)

3. Building Learning Cultures It is widely accepted that effective instruction in mathematics is more likely when teachers have: A deep understanding of mathematics Strong pedagogy Solid pedagogical content knowledge (content knowledge for teaching math)

4. Engaging in Mathematical Reasoning Kittens have to eat a special kind of cat food. There are two stores that sell this kind of cat food. The cans are the same size and same brand. Which one is the better deal? Show your work. Capacity Building Series: LNS; Special Edition #13

5. Building Students’ Mathematical Reasoning Strategies include Bansho Congress Gallery Walk We will model a short Bansho today.

6. Further Information

7. Detailed Support for Learning Leaders

8. Remember Elmore et al Modeling allows us to highlight the importance of: –establishing a safe learning environment –assuming a learner stance –strategies that increase learner achievement –nuancing of strategies and framework to context –building networks for leading and learning –opportunities to personalize the learning

9. Networked Learning for Mathematics Success

10. Principles for Leadership & School Improvement All leaders, regardless of role, should be working at the improvement of instructional practice and performance, rather than working to shield their institutions from outside interference. continuous learning model the behaviors, roles and activities of leadership flow from the differences in expertise among the individuals involved Policymakers should discover and take into account the circumstances that make doing the work possible, and provide the resources necessary for improvement. Richard Elmore

11. The Instructional Core City, Elmore, Fiarman, Lee (2010) Adapted by Ministry of Education, Student Achievement Division

12. What the Research Says You improve schools by using information about student learning, from multiple sources, to find the most promising instructional problems to work on, then systematically develop with teachers and administrators the knowledge and skill necessary to solve those problems – focusing on building a coherent approach across the school. Richard Elmore- Instructional Rounds in Education

13. http://media.curriculum.org/curriculum/WebcastJan 3008/8StevenKatzOutrohi.wmv From the Ballroom to the Classroom…

14. Network Learning Network Clear purpose and focus Shared Leadership Trusting Relationships Collaboration Inquiry-based Foster Accountability Build capacity and support

15. Read, Reflect, Retell² Pair up with a participant who has a similar role Read one of the articles provided Reflect upon your insights and questions Retell your insights and questions with your partner Join up with another pair and share your insights.

16. Joint Work Involves… “…encounters among teachers that rest on shared responsibility for the work of teaching, with their motivation to participate grounded in needing each other’s contributions in order to succeed in their own work and a confidence in the others’ competence and commitment”. Judith Warren Little

17. Triple ‘P’ Core Components Personalization Precision Professional Learning Teacher Beliefs: Instructional Tasks Crevola, Hill & Fullan- Breakthrough

18. Engaging in Joint Work Collaborative Inquiry: Personalization; begin with the needs of students to watch Precision in the planning to ensure that the focus is on the classroom instruction that supports student achievement, linked to the curriculum expectations and the specific needs of students to watch Professional Learning Co-plan, co-teach and co-construct understanding of practice Consolidate what has been learned by students and teachers Complete the cycle over with a common focus and purpose

19. … teaching cannot be about zeroing in on predetermined conclusion. It can’t be about the replication and perpetuation of the existing possible. Rather, teaching seems to be more about expanding the space of the possible and creating conditions of the emergence of the as- yet-unimagined.” B. Davis (2006)

20. Planning Time  Consider the mathematics challenge in your BIPSA where you wish to invest some energy and exert some influence.  What do you and your district partner need to know and/or consider in order to initiate the Mathematics Leadership Planning Cycle to address this challenge?  Capture your ideas in the ‘plan’ area of the Mathematics Leadership Learning Cycle

21. Whole Group Dialogue How has your plan and/or planning process shifted over these two days? What will you do with respect to this plan? What do you expect the outcome to be?

22. Between Session Activity Day 3 Minds On Session Activity Be prepared to share your successes and challenges on Day 3!

23. Ticket Out of Town! Consider the “take aways” identified yesterday On the paper, record 1.Something that you are taking away 2.Something to which you would like to return 3.Something that you will do between sessions 4.Something that you would like to suggest or recommend

24. Contact Us…. Should you wish to contact us: ellen.walters@ycsdb.ca shelley.yearley@tldsb.on.ca http://gains- camppp.wikispaces.com/PLMLC+Leadership