[IAEP] Join Oleg Gleizer, the author of "Modern math for k-2" October 20th at 9:30pm ET

Maria Droujkova droujkova at gmail.com
Wed Oct 19 23:08:06 EDT 2011

``` Modern math for elementary students: An innovative, open bookJoin Oleg
children. The full text of the book is available at
http://www.naturalmath.com/DeltaStreamMedia/OlegGleizer_ModernMathK2.pdf

All events in the Math Future weekly series:
http://mathfuture.wikispaces.com/events

*How to join*

*
- Thursday, October 20th 2011 we will meet online at 6:30pm Pacific,
9:30pm Eastern time. WorldClock for your time
zone.<http://www.timeanddate.com/worldclock/fixedtime.html?month=10&day=20&year=2011&hour=21&min=30&sec=0&p1=207>
- Click "OK" and "Accept" several times as your browser installs the
software. When you see Session Log-In, enter your name and click the "Login"
button
- If this is your first time, come a few minutes earlier to check out the
technology. The room opens half an hour before the event.

RecordingThe recording will be at
http://mathfuture.wikispaces.com/ModernMathOlegGleizer

About "Modern Math" From the introduction:
This book has originated from the state of desperation parents of a
5-year-old boy, themselves mathematicians, have got into while searching for
a proper school for their kid. We have looked both into the public and
private sector, including some rather expensive private schools, and
couldn't find any where they teach math, physics, and/or computer science at
the 21st century level.
The following are the two questions the author has asked the math teachers
1. Given a straight line and a point away from it, how would you draw
another straight line passing through the point and parallel to the original
line, using a compass and straightedge as tools?
2. How would you draw a four-dimensional (4D) cube?

[image: 4DCubeOlegGleizer.png]

*5 Time and space (a sample chapter)*
5.1 Adding and subtracting multi-digit numbers
5.2 Choosing coordinates on a straight line and on a circle
5.3 Using a latitude line as a clock
5.4 Angles and 2D polygons
5.5 Navigating the globe
5.6 Arithmetic on a circle

Event Host*[image: OlegGleizer.jpg]Oleg Gleizer* writes:
My goal is to bring the ideas of modern day Mathematics to the level
accessible to children aged five and older. For that, one needs first hand
experience in modern day research. That's exactly what I have, with
publications in top-ranked Math journals and talks given at MIT, Columbia
University and UC Berkeley among others. I believe that our kids can learn
much more than the schools, both public and private, give them. My goal is
to move from an evening enhancement school to a full fledged day time
private school that would teach Math and Science at the 21st century level.
Cheers,
Maria Droujkova
919-388-1721