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| <<O>> Difference Topic ResearchArticles (r1.40 - 15 May 2005 - CatherineJohnson) |
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'Ask the Cognitive Scientist'
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Allocating Student Study Time: "Massed" versus "Distributed" Practice Daniel T. Willingham (all about my favorite topic, spaced repetition) | ||||||||
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Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable | |||||||
| American Institutes for Research (Washington, DC, February 4-5, 2002) Daniel T. Willingham describes the 'Common Ground' report in EDUCATION NEXT: | ||||||||
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A terrifically helpful article that I'm sure is correct, because, having now read it just 3 times, I've forgotten exactly as much of the content as Willingham predicts.
Looks like I'm going to be reading & re-reading 'Practice Makes Perfect' for the next 3 years. | ||||||||
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Allocating Student Study Time: "Massed" versus "Distributed" Practice Daniel T. Willingham | |||||||
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Allocating Student Study Time: "Massed" versus "Distributed" Practice Daniel T. Willingham | |||||||
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(all about my favorite topic, spaced repetition) [Catherine] | ||||||||
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Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection Daniel T. Willingham 'Ask the Cognitive Scientist' | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.35 - 14 May 2005 - CatherineJohnson) |
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Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection Daniel T. Willingham 'Ask the Cognitive Scientist' | |||||||
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| A terrifically helpful article that I'm sure is correct, because, having now read it just 3 times, I've forgotten exactly as much of the content as Willingham predicts. | ||||||||
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Looks like I'm going to be reading & re-reading 'Practice Makes Perfect' for the next 3 years. [Catherine] | |||||||
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Looks like I'm going to be reading & re-reading 'Practice Makes Perfect' for the next 3 years. [Catherine] | |||||||
other articles in the 'Ask the Cognitive Scientist' seriesAllocating Student Study Time: "Massed" versus "Distributed" PracticeDaniel T. Willingham | ||||||||
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(all about my favorite topic, spaced repetition) [Catherine] | |||||||
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Our KTM link will take you to "The Cascading Benefits of a Common, Coherent Curriculum," the editorial accompanying "A Coherent Curriculum: The Case of Mathematics" by William Schmidt, et al in AMERICAN EDUCATOR. | |||||||
| > > |
Our KTM link will take you to "The Cascading Benefits of a Common, Coherent Curriculum," the editorial accompanying "A Coherent Curriculum: The Case of Mathematics" by William Schmidt, et al in AMERICAN EDUCATOR. [_Catherine_] | |||||||
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***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
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Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable American Institutes for Research (Washington, DC, February 4-5, 2002) | ||||||||
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Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable American Institutes for Research (Washington, DC, February 4-5, 2002) | ||||||||
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***** (5 stars) If you have time to read just one article on mathematics curriculum in America, click on this link and scroll down to the bottom of the page for a link to the pdf file: A Coherent Curriculum: The Case of Mathematics Our KTM link will take you to "The Cascading Benefits of a Common, Coherent Curriculum," the editorial accompanying "A Coherent Curriculum: The Case of Mathematics" by William Schmidt, et al in AMERICAN EDUCATOR. | |||||||
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***** (5 stars) If you have time to read just one article on mathematics curriculum in America, click on this link and scroll down to the bottom of the page for a link to the pdf file: A Coherent Curriculum: The Case of Mathematics Our KTM link will take you to "The Cascading Benefits of a Common, Coherent Curriculum," the editorial accompanying "A Coherent Curriculum: The Case of Mathematics" by William Schmidt, et al in AMERICAN EDUCATOR. | |||||||
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Ask the Cognitive Scientist a series of columns by Daniel T. Willingham published in American Educator These are pure pleasure. [Catherine] ***** (5 stars) Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection Daniel T. Willingham 'Ask the Cognitive Scientist' AMERICAN EDUCATOR, Spring 2004 Willingham discusses practice, 'overlearning,' working memory, and the 10 year rule. How long does a college student remember material he has studied for one semester? One year? Three or four years? How long does it take Mozart to become Mozart? A terrifically helpful article that I'm sure is correct, because, having now read it just 3 times, I've forgotten exactly as much of the content as Willingham predicts. Looks like I'm going to be reading & re-reading 'Practice Makes Perfect' for the next 3 years. [Catherine] other articles in the 'Ask the Cognitive Scientist' series Allocating Student Study Time: "Massed" versus "Distributed" Practice Daniel T. Willingham (all about my favorite topic, spaced repetition) [Catherine] Inflexible Knowledge: The First Step to Expertise The Privileged Status of Story Students Remember...What They Think About Understanding ADHD Why Students Think They Understand When They Don't | |||||||
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***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | |||||||
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***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | |||||||
| Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and then disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (just to round up the usual suspects). | ||||||||
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***** (5 stars) If you have time to read just one article on mathematics curriculum in America, click on this link and scroll down to the bottom of the page for a link to the pdf file: | |||||||
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***** (5 stars) If you have time to read just one article on mathematics curriculum in America, click on this link and scroll down to the bottom of the page for a link to the pdf file: | |||||||
| A Coherent Curriculum: The Case of Mathematics | ||||||||
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Other topics Ask the Cognitive Scientist series in American Educator (pure pleasure - Catherine) Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection Daniel T. Willingham 'Ask the Cognitive Scientist' AMERICAN EDUCATOR, Spring 2004. Willingham discusses practice, 'overlearning,' working memory, and the 10 year rule. How long does a college student remember material he has studied for one semester? One year? Three or four years? How long does it take Mozart to become Mozart? | |||||||
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A terrifically helpful article that I'm sure is correct, because, having now read it just 3 times, I've forgotten exactly as much of the content as Willingham predicts.
Looks like I'm going to be reading & re-reading 'Practice Makes Perfect' for the next 3 years. [Catherine]
other articles in the 'Ask the Cognitive Scientist' series Allocating Student Study Time: "Massed" versus "Distributed" Practice Daniel T. Willingham (all about my favorite topic, spaced repetition) [Catherine] Inflexible Knowledge: The First Step to Expertise The Privileged Status of Story Students Remember...What They Think About Understanding ADHD Why Students Think They Understand When They Don't | |||||||
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| ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
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Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable. American Institutes for Research (Washington, DC, February 4-5, 2002) | |||||||
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Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable American Institutes for Research (Washington, DC, February 4-5, 2002) | |||||||
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Daniel T. Willingham describes the 'Common Ground' report in EDUCATION NEXT:
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| constructivist math (also called 'reform math,' 'standards-based math' & 'fuzzy math') ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
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| The New New Math - constructivist math - is the creation of math educators, not mathematicians. There's a difference. [Catherine] | ||||||||
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| A Coherent Curriculum: The Case of Mathematics Our KTM link will take you to "The Cascading Benefits of a Common, Coherent Curriculum," the editorial accompanying "A Coherent Curriculum: The Case of Mathematics" by William Schmidt, et al in AMERICAN EDUCATOR. | ||||||||
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| learning disabilities Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable. American Institutes for Research (Washington, DC, February 4-5, 2002) | ||||||||
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Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection Daniel T. Willingham 'Ask the Cognitive Scientist' | |||||||
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Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection Daniel T. Willingham 'Ask the Cognitive Scientist' | |||||||
| AMERICAN EDUCATOR, Spring 2004. Willingham discusses practice, 'overlearning,' working memory, and the 10 year rule. | ||||||||
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| ***** (5 stars) If you have time to read just one article on mathematics curriculum in America, click on this link and scroll down to the bottom of the page for a link to the pdf file: | ||||||||
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learning disabilities
Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable. American Institutes for Research (Washington, DC, February 4-5, 2002)
Daniel T. Willingham describes the 'Common Ground' report in EDUCATION NEXT:
In 2002 . . . ten different national organizations, including the Department of Education
and the Learning Disabilities Association of America, released a report describing
points of consensus about learning disabilities.
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| < < |
Learning disabilities
Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable. American Institutes for Research (Washington, DC, February 4-5, 2002)
Daniel T. Willingham describes the 'Common Ground' report in EDUCATION NEXT:
In 2002 . . . ten different national organizations, including the Department of Education
and the Learning Disabilities Association of America, released a report describing
points of consensus about learning disabilities.
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| <<O>> Difference Topic ResearchArticles (r1.20 - 14 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual vs conceptual knowledge, learning disabilities - below) | ||||||||
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| Ask the Cognitive Scientist series in American Educator (pure pleasure - Catherine) | ||||||||
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Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection 'Ask the Cognitive Scientist' Daniel T. Willingham. In: AMERICAN EDUCATOR, Spring 2004. | |||||||
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Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection Daniel T. Willingham 'Ask the Cognitive Scientist' AMERICAN EDUCATOR, Spring 2004. | |||||||
| Willingham discusses practice, 'overlearning,' working memory, and the 10 year rule. | ||||||||
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| other articles in the 'Ask the Cognitive Scientist' series | ||||||||
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Allocating Student Study Time: "Massed" versus "Distributed" Practice (all about my favorite topic, spaced repetition) [Catherine] | |||||||
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Allocating Student Study Time: "Massed" versus "Distributed" Practice Daniel T. Willingham (all about my favorite topic, spaced repetition) [Catherine] | |||||||
| Inflexible Knowledge: The First Step to Expertise | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.19 - 13 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual vs conceptual knowledge, learning disabilities - below) | ||||||||
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| constructivist math (also called 'reform math,' 'standards-based math' & 'fuzzy math') ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
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| Mathematics curricula ***** (5 stars) If you have time to read just one article on mathematics curriculum in America, click on this link and scroll down to the bottom of the page for a link to the pdf file: | ||||||||
| Line: 46 to 46 | ||||||||
| A Coherent Curriculum: The Case of Mathematics Our KTM link will take you to "The Cascading Benefits of a Common, Coherent Curriculum," the editorial accompanying "A Coherent Curriculum: The Case of Mathematics" by William Schmidt, et al in AMERICAN EDUCATOR. | ||||||||
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| Other topics Ask the Cognitive Scientist series in American Educator (pure pleasure - Catherine) | ||||||||
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| A terrifically helpful article that I'm sure is correct, because, having now read it just 3 times, I've forgotten exactly as much of the content as Willingham predicts. Looks like I'm going to be reading & re-reading 'Practice Makes Perfect' for the next 3 years. [Catherine] | ||||||||
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| Understanding ADHD Why Students Think They Understand When They Don't | ||||||||
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Learning disabilities | |||||||
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| Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable. American Institutes for Research (Washington, DC, February 4-5, 2002) Daniel T. Willingham describes the 'Common Ground' report in EDUCATION NEXT: | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.18 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles | ||||||||
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(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) | |||||||
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(other topics - cognition, memory, procedrual vs conceptual knowledge, learning disabilities - below) | |||||||
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| <<O>> Difference Topic ResearchArticles (r1.17 - 12 May 2005 - CatherineJohnson) |
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| ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
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| < < |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (just to round up the usual suspects). | |||||||
| > > |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and then disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (just to round up the usual suspects). | |||||||
| Instead, New Math was the pure invention of Real Mathematicians: | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.16 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) | ||||||||
| Line: 10 to 10 | ||||||||
|---|---|---|---|---|---|---|---|---|
| ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
| Changed: | ||||||||
| < < |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (just rounding up the usual suspects here). | |||||||
| > > |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (just to round up the usual suspects). | |||||||
| Instead, New Math was the pure invention of Real Mathematicians: | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.15 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) | ||||||||
| Line: 10 to 10 | ||||||||
|---|---|---|---|---|---|---|---|---|
| ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
| Changed: | ||||||||
| < < |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (Round up the usual suspects!) | |||||||
| > > |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (just rounding up the usual suspects here). | |||||||
| Instead, New Math was the pure invention of Real Mathematicians: | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.14 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) | ||||||||
| Line: 8 to 8 | ||||||||
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| constructivist math (also called 'reform math,' 'standards-based math' & 'fuzzy math') | ||||||||
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| < < |
***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America: Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | |||||||
| > > |
***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America, go to Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | |||||||
| Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (Round up the usual suspects!) | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.13 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) | ||||||||
| Line: 10 to 10 | ||||||||
|---|---|---|---|---|---|---|---|---|
| ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America: Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
| Changed: | ||||||||
| < < |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (round up the usual suspects!) | |||||||
| > > |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (Round up the usual suspects!) | |||||||
| Instead, New Math was the pure invention of Real Mathematicians: | ||||||||
| Line: 33 to 33 | ||||||||
| The New New Math - constructivist math - is the creation of math educators, not mathematicians. | ||||||||
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There's a difference. | |||||||
| > > |
There's a difference. [Catherine] | |||||||
| . | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.12 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) | ||||||||
| Line: 22 to 22 | ||||||||
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| school—would have been on par with the best of the math programs overseas. | ||||||||
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Eventually, however, the problems with K–6 formalism and the logic and formalism of the program in general doomed new math. The general public, the education community, and even mathematicians themselves judged the new-math programs a failure. Mathematicians were assigned the blame, and the education establishment took back the reins. | |||||||
| > > |
Eventually, however, . . . the logic and formalism of the program in general doomed new math. The general public, the education community, and even mathematicians themselves judged the new-math programs a failure. Mathematicians were assigned the blame, and the education establishment took back the reins. | |||||||
| Added: | ||||||||
| > > |
. | |||||||
| The New New Math - constructivist math - is the creation of math educators, not mathematicians. There's a difference. | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.11 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) | ||||||||
| Line: 10 to 10 | ||||||||
|---|---|---|---|---|---|---|---|---|
| ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America: Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
| Changed: | ||||||||
| < < |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and came to an end in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism; it was the pure invention of Real Mathematicians: | |||||||
| > > |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and disappeared in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism, discovery learning, progressive education, or John Dewey (round up the usual suspects!) Instead, New Math was the pure invention of Real Mathematicians: | |||||||
. . . the new-math era was one of the only times that mathematicians
| ||||||||
| <<O>> Difference Topic ResearchArticles (r1.10 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) | ||||||||
| Line: 10 to 10 | ||||||||
|---|---|---|---|---|---|---|---|---|
| ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America: Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
| Added: | ||||||||
| > > |
Garelick includes a terrific, short history of the old New Math, which got its start when Russia launched Sputnik and came to an end in the early 1970s. I was surprised to learn that the old-New Math had nothing to do with constructivism; it was the pure invention of Real Mathematicians:
. . . the new-math era was one of the only times that mathematicians
were given an opportunity to make proper math education available to
the masses. . . . And some believe that . . . the math education that
would have emerged from new math—both lower grades and high
school—would have been on par with the best of the math programs
overseas.
Eventually, however, the problems with K–6 formalism and the logic
and formalism of the program in general doomed new math. The
general public, the education community, and even mathematicians
themselves judged the new-math programs a failure. Mathematicians
were assigned the blame, and the education establishment took back
the reins.
The New New Math - constructivist math - is the creation of math educators, not mathematicians.
There's a difference.
| |||||||
| . . | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.9 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) | ||||||||
| Line: 6 to 6 | ||||||||
|---|---|---|---|---|---|---|---|---|
| . | ||||||||
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constructivist math (also called 'reform math' or 'fuzzy math') | |||||||
| > > |
constructivist math (also called 'reform math,' 'standards-based math' & 'fuzzy math') | |||||||
| ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America: Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.8 - 12 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles | ||||||||
| Changed: | ||||||||
| < < |
(other topics--cognition, memory, procedrual versus conceptual knowledge, learning disabilities--below) | |||||||
| > > |
(other topics - cognition, memory, procedrual versus conceptual knowledge, learning disabilities - below) . constructivist math (also called 'reform math' or 'fuzzy math') ***** (5 stars) If you have time to read just one article on constructivist mathematics curricula in America: Barry Garelick's 'An A-Maze-ing Approach to Math' in Education Next. . | |||||||
| . | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.7 - 09 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles(other topics--cognition, memory, procedrual versus conceptual knowledge, learning disabilities--below) | ||||||||
| Line: 7 to 7 | ||||||||
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| Mathematics curricula | ||||||||
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| < < |
***** (5 stars) If you have time to read just one article on mathematics curriculum in America, click on this link and scroll down to the bottom of the page for a link to the pdf file: | |||||||
| > > |
***** (5 stars) If you have time to read just one article on mathematics curriculum in America, click on this link and scroll down to the bottom of the page for a link to the pdf file: | |||||||
| A Coherent Curriculum: The Case of Mathematics | ||||||||
| <<O>> Difference Topic ResearchArticles (r1.6 - 09 May 2005 - CatherineJohnson) |
Recommended Math Education Research Articles | ||||||||
| Added: | ||||||||
| > > |
(other topics--cognition, memory, procedrual versus conceptual knowledge, learning disabilities--below) . Mathematics curricula ***** (5 stars) If you have time to read just one article on mathematics curriculum in America, click on this link and scroll down to the bottom of the page for a link to the pdf file: A Coherent Curriculum: The Case of Mathematics Our KTM link will take you to "The Cascading Benefits of a Common, Coherent Curriculum," the editorial accompanying "A Coherent Curriculum: The Case of Mathematics" by William Schmidt, et al in AMERICAN EDUCATOR. . . Other topics Ask the Cognitive Scientist series in American Educator (pure pleasure - Catherine) | |||||||
| Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection 'Ask the Cognitive Scientist' Daniel T. Willingham. In: AMERICAN EDUCATOR, Spring 2004. | ||||||||
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| How long does it take Mozart to become Mozart? | ||||||||
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A terrifically helpful article that I know is correct, because, having read it 3 times, I've forgotten exactly as much of it as Willingham predicts. | |||||||
| > > |
A terrifically helpful article that I'm sure is correct, because, having now read it just 3 times, I've forgotten exactly as much of the content as Willingham predicts.
Looks like I'm going to be reading & re-reading 'Practice Makes Perfect' for the next 3 years. [Catherine]
.
other articles in the 'Ask the Cognitive Scientist' series
Allocating Student Study Time: "Massed" versus "Distributed" Practice (all about my favorite topic, spaced repetition) [Catherine]
Inflexible Knowledge: The First Step to Expertise
The Privileged Status of Story
Students Remember...What They Think About
Understanding ADHD
Why Students Think They Understand When They Don't
.
.
Learning disabilities
Specific Learning Disabilities: Finding Common Ground. A Report Developed by the Ten Organizations Participating in the Learning Disabilities Roundtable. American Institutes for Research (Washington, DC, February 4-5, 2002)
Daniel T. Willingham describes the 'Common Ground' report in EDUCATION NEXT:
In 2002 . . . ten different national organizations, including the Department of Education
and the Learning Disabilities Association of America, released a report describing
points of consensus about learning disabilities.
| |||||||
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Looks like I'm going to have to keep reading & re-reading 'Practice Makes Perfect' for the next 3 years. [Catherine] | |||||||
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| <<O>> Difference Topic ResearchArticles (r1.5 - 09 May 2005 - CatherineJohnson) |
Recommended Math Education Research ArticlesPractice Makes Perfect--But Only If You Practice Beyond the Point of Perfection 'Ask the Cognitive Scientist' Daniel T. Willingham. In: AMERICAN EDUCATOR, Spring 2004. | ||||||||
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Willingham discusses practice, 'overlearning,' working memory, and the 10 year rule. | |||||||
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Willingham discusses practice, 'overlearning,' working memory, and the 10 year rule. | |||||||
| How long does a college student remember material he has studied for one semester? One year? Three or four years? | ||||||||
| Changed: | ||||||||
| < < |
I think you'll be surprised. [Catherine] | |||||||
| > > |
How long does it take Mozart to become Mozart? A terrifically helpful article that I know is correct, because, having read it 3 times, I've forgotten exactly as much of it as Willingham predicts. Looks like I'm going to have to keep reading & re-reading 'Practice Makes Perfect' for the next 3 years. [Catherine] | |||||||
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Practice Makes Perfect--But Only If You Practice Beyond the Point of Perfection 'Ask the Cognitive Scientist' Daniel T. Willingham. In: AMERICAN EDUCATOR, Spring 2004. Willingham discusses practice, 'overlearning,' working memory, and the 10 year rule. How long does a college student remember material he has studied for one semester? One year? Three or four years? I think you'll be surprised. [Catherine] | |||||||
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