Classroom 2.0
A message to all members of Classroom 2.0
The following event has been organized by Maria Droujkova, who holds
weekly Math 2.0 Webinars in LearnCentral.org (see http://www.learncentral.org/group/5315/math-20)
.
Important Questions in Education Research
During the event, we will discuss the list of education research
questions Alan Kay considers fundamental, ways questions can be
addressed, and reasons why few researchers try.
Login
Saturday, August 7th 2010 we will meet in the LearnCentral public
Elluminate room at 11am Pacific - 2pm Eastern time. WorldClock for
your time zone.
To join:
Follow this link: https://sas.elluminate.com/site/external/jwsdetect/meeting.jnlp?password=M.…
Click "OK" and "Accept" several times as your browser installs the
software. When you see Elluminate Session Log-In, enter your name and
click the "Login" button
You will find yourself in a virtual room. An organizer will be there
to greet you, starting about half an hour before the event.
If this is your first Elluminate event, consider coming a few minutes
earlier to check out the technology. The room opens half an hour
before the event.
Agenda
During the event, we will discuss Alan's list of important questions
in education research, and his vision of how to address the questions.
Partial list of questions:
Should various levels of a child's society be able to choose some of
what a child should learn? If so, what and why?
What kinds of learning are we going to try to help the child
accomplish? Case-based recognition of situations, and actions to take?
Deep understanding and fluency that resembles practitioners in a
subject area? Etc.
What is the spectrum (or the dimensions) of children's abilities to
learn a wide variety of subjects (e.g. from sports to physics)?
What is the similar spectrum (or dimensions) of internal and external
motivations for putting effort into learning various subjects?
How can we ascertain what kinds of help are needed by the different
kinds of children?
What are the trade-offs and pathways of teaching children how to learn
vs. teaching subject matter?
What are the best kinds of situations/environmens/processes to help
children learn difficult to learn ideas?
References
Alan Kay's reading list
"The Power Of The Context" - Alan Kay's tribute to his research
community
"Points of View: A Tribute to Alan Kay" book
Event Host
Alan Kay is one of the earliest pioneers of object-oriented
programming, personal computing, and graphical user interfaces. His
contributions have been recognized with the Charles Stark Draper Prize
of the National Academy of Engineering “for the vision, conception,
and development of the first practical networked personal computers,”
the Alan M. Turing Award from the Association of Computing Machinery
“for pioneering many of the ideas at the root of contemporary object-
oriented programming languages, leading the team that developed
Smalltalk, and for fundamental contributions to personal computing,”
and the Kyoto Prize from the Inamori Foundation “for creation of the
concept of modern personal computing and contribution to its
realization.” This work was done in the rich context of ARPA and Xerox
PARC with many talented colleagues.
He has been a Xerox Fellow, Chief Scientist of Atari, Apple Fellow,
Disney Fellow, and HP Senior Fellow. He is currently an Adjunct
Professor of Computer Science at UCLA. In 2001 he founded Viewpoints
Research Institute, a non-profit organization dedicated to children,
learning and advanced systems research.http://www.vpri.org
At Viewpoints Research Institute he and his colleagues continue to
explore advanced systems and programming design by aiming for a
“Moore’s Law” advance in software creation of many orders of
magnitude. Kay and Viewpoints are also deeply involved in the One
Laptop Per Child initiative.
Visit Classroom 2.0 at: http://www.classroom20.com/?xg_source=msg_mes_network
To control which emails you receive on Classroom 2.0, click here
Rita Freudenberg
rita(a)isg.cs.uni-magdeburg.de
Everyone is welcome to be part of the Squeakland web team!
The goal is to optimize the Squeakland website to better serve the people who visit it. Therefore, we need your ideas and feedback. What do you want to see on the website? What do you think is missing? How can we achieve this? If you want to discuss questions like these and maybe even have answers, join the web team!
I created a google group here:
http://groups.google.com/group/etoys-web-team
Click "Apply for group membership" in the right column to join!
Greetings,
Rita
Don't miss this event!!
Rita
Begin forwarded message:
> From: Maria Droujkova <droujkova(a)gmail.com>
> Date: August 5, 2010 11:35:58 PM GMT+02:00
> To: mathfuture(a)googlegroups.com, iaep <iaep(a)lists.sugarlabs.org>, naturalmath(a)googlegroups.com
> Subject: {Disarmed} [IAEP] Live Math 2.0 event with Alan Kay: "Important Questions in Education Research, " Saturday 2pm ET
>
> Important Questions in Education Research
>
>
>
>
> During the event, we will discuss the list of education research questions Alan Kay considers fundamental, ways questions can be addressed, and reasons why few researchers try.
>
>
>
>
> Login
>
> All Math 2.0 events are free and open to the public. Information about all events in the series is here: http://mathfuture.wikispaces.com/events
>
> Saturday, August 7th 2010 we will meet in the LearnCentral public Elluminate room at 11am Pacific - 2pm Eastern time. WorldClock for your time zone.
>
>
>
> To join:
> Follow this link: MailScanner has detected a possible fraud attempt from "sas.elluminate.com" claiming to be http://tinyurl.com/math20event
> Click "OK" and "Accept" several times as your browser installs the software. When you see Elluminate Session Log-In, enter your name and click the "Login" button
> You will find yourself in a virtual room. An organizer will be there to greet you, starting about half an hour before the event.
> If this is your first Elluminate event, consider coming a few minutes earlier to check out the technology. The room opens half an hour before the event.
>
> Agenda
>
>
> During the event, we will discuss Alan's list of important questions in education research, and his vision of how to address the questions.
>
> Partial list of questions:
> Should various levels of a child's society be able to choose some of what a child should learn? If so, what and why?
> What kinds of learning are we going to try to help the child accomplish? Case-based recognition of situations, and actions to take? Deep understanding and fluency that resembles practitioners in a subject area? Etc.
> What is the spectrum (or the dimensions) of children's abilities to learn a wide variety of subjects (e.g. from sports to physics)?
> What is the similar spectrum (or dimensions) of internal and external motivations for putting effort into learning various subjects?
> How can we ascertain what kinds of help are needed by the different kinds of children?
> What are the trade-offs and pathways of teaching children how to learn vs. teaching subject matter?
> What are the best kinds of situations/environmens/processes to help children learn difficult to learn ideas?
>
> References
>
> Alan Kay's reading list
> "The Power Of The Context" - Alan Kay's tribute to his research community
>
> "Points of View: A Tribute to Alan Kay" book
>
> Event Host
>
> Alan Kay is one of the earliest pioneers of object-oriented programming, personal computing, and graphical user interfaces. His contributions have been recognized with the Charles Stark Draper Prize of the National Academy of Engineering “for the vision, conception, and development of the first practical networked personal computers,” the Alan M. Turing Award from the Association of Computing Machinery “for pioneering many of the ideas at the root of contemporary object-oriented programming languages, leading the team that developed Smalltalk, and for fundamental contributions to personal computing,” and the Kyoto Prize from the Inamori Foundation “for creation of the concept of modern personal computing and contribution to its realization.” This work was done in the rich context of ARPA and Xerox PARC with many talented colleagues.
>
> He has been a Xerox Fellow, Chief Scientist of Atari, Apple Fellow, Disney Fellow, and HP Senior Fellow. He is currently an Adjunct Professor of Computer Science at UCLA. In 2001 he founded Viewpoints Research Institute, a non-profit organization dedicated to children, learning and advanced systems research. http://www.vpri.org
>
> At Viewpoints Research Institute he and his colleagues continue to explore advanced systems and programming design by aiming for a “Moore’s Law” advance in software creation of many orders of magnitude. Kay and Viewpoints are also deeply involved in the One Laptop Per Child initiative.
>
> _______________________________________________
> IAEP -- It's An Education Project (not a laptop project!)
> IAEP(a)lists.sugarlabs.org
> http://lists.sugarlabs.org/listinfo/iaep
Hi folks,
The wiki is back up. Sorry about the delay. Wasn't able to upgrade yet, but hoping for something soon.
Tim
--
Timothy Falconer
Waveplace Foundation
http://waveplace.org
+ 1 610 624 3760
Hi everyone,
The Squeakland wiki is down for a bit this morning. We're upgrading Confluence, or trying to.
I'll send another email when things are back up.
Tim
--
Timothy Falconer
Waveplace Foundation
http://waveplace.org
+ 1 610 624 3760
*Why I think this is possible*: I created a project in Etoys (Circle
Explorer <http://www.squeakland.org/showcase/project.jsp?id=10212>) which
allows kids to inscribe and circumscribe a circle with a regular polygon of
N sides. When I have shown this to kids (as young as 8) they comment (in a
number of cases without prompting) "hey its filling up the circle". The
regular polygon is made up of triangles. I have seen kids can figure out
how to determine the area of triangle using GeoBoards (Here is a
sample GeoBoard
project <http://www.squeakland.org/showcase/project.jsp?id=7744> in Etoys
that uses squares, you can add a triangle by opening the object catalog,
click on find and type triangle, place it on the GeoBoard and move around
the vertices to create different triangles.).
*My initial thoughts on how to do this**:*
1. First ask the question: How can we figure out the area of a Circle?
2. Let them play with the Polygon in a circle tool
3. Have them record in a table the "# of sides" and "area of the Polygon"
This can be done with both inscribed and circumscribed polygons (the
diameter of the circle can be set by them or they can inspect it by looking
in the viewer for the circle object.
4. They could try this for different size circles
5. Then ask the question: What is the ratio of the area of the Polygon to
the Radius squared (how to lead them to this I haven't figured out,
suggestions welcome)
6. Have them plot their results on graph.
The other possibility is to have them determine the circumference of the
circle and then the ratio of that to the Diameter of the circle. They could
figure out the Circumference using the Ruler Object within Etoys.
*
*
*Ways in which you can help:*
1. Provide a set of suggestion on how to use the Circle Explorer and a
GeoBoard (to help kids figure out how to derive Pi
2. Provide other activities within Etoys (or other similar tools) and
hands on activities that can help facilitate understanding.
3. Provide sample lessons and/or a set of lesson plans for these
concepts.
4. Point me to already created lessons (that I can use as is or use to
derive lessons that can be freely distributed under a Creative Commons or
similar license).
5. Provide a set of "Head Games" they can play in the car to help them
become more facile in playing with and manipulating the ideas in their
heads. An example of a simple "Head Game" you can play in the car is "Guess
My Function" where you ask the kids to give you a number and you can make
funny "machine" noises then spit out the answer. Once the kids catch on
they will come up with "trick" functions like "YourNumber + 2 * 20 / 20".
This can lead to a discussion on equivalent functions, or in kid terms ("Hey
you cheated its the same thing!!!")
*Screenshots*:
Here is a screenshot of the inscribed circles:
<http://3.bp.blogspot.com/_VzolrwmoPkw/TFYOBY1FUmI/AAAAAAAAABM/g3ByCCeuFSQ/s…>
Here is a graph showing the results the kids would collect:
<http://4.bp.blogspot.com/_VzolrwmoPkw/TFYO_E4XykI/AAAAAAAAABU/sqUmCXyI3r8/s…>
*Why Etoys?*
Etoys is a free educational software tool for teaching children powerful
ideas in compelling ways. It works on almost all personal computers and OLPC
laptops. Projects created within Etoys can be easily modified by people
around the world (for translation into local languages and cultural
symbols). Any kid can create their own work. It allows kids (young and
old) to make their own models, stories and games.
This challenge is posted
here<http://etoys4teachers.blogspot.com/2010/08/etoys-challenge-1-help-6th-grade…>
as
well.
Thanks to Carlos Rabassa for his initial Mathematical Challenge which
spawned this idea.
Stephen