Discourse, Web/Tech »

[18 Jun 2009 | View Comments | 1,135 views]
Facebook has almost conquered Southeast Asia and why

Two months back, I broke the story regarding Facebook overtaking Friendster in Malaysia and predicted that the surrounding countries in the region will also fall after. After looking at an updated world map of leading social networks in the globe (by Vincenzo Cosenza – translator of Facebook Marketing Bible in Italian), the domino effect is continuing across the whole of Southeast Asia. Facebook has now overtaken Friendster in Southeast except Thailand and Phillipines. Note that Hi5 is still the most dominant social network in Thailand, and Phillipines remains to be …

Discourse, Politics »

[10 Jun 2009 | View Comments | 397 views]
An Afternoon with Scott Goodstein in Ad-Tech Singapore 2009

The online machinery behind Barack Obama’s Presidential Campaign was a successful case study in the integration of internet technologies with political campaigns, particularly in the role of fundraising, organizing supporters and vote canvassing. Scott Goodstein, the External Online Director in Barack Obama’s Presidential Campaign, is currently in Singapore and has deliver a keynote address in the Ad-Tech Singapore 2009 conference. Together with a group of social media practitioners from all walks of life, the organizers of the event arranged a special interview with Scott this afternoon. We have a discussion …

Books, Reviews »

[5 Jun 2009 | View Comments | 411 views]
Predictably Irrational by Dan Ariely

Reviewing Dan Ariely’s book “Predictably Irrational” giving a us a glimpse on how the hidden forces shapes our decisions in daily lives.

Presentations & Projects »

[4 Jun 2009 | View Comments | 606 views]
Self-Organization, Economics & Football @ TEDxKL

About my TEDx Talk in Kuala Lumpur on “Self Organization, Economics and Football Managers”. An interesting idea to share that I hope that it’s worth spreading.

Mathematics, Research & Pedagogy »

[23 May 2009 | View Comments | 968 views]
A Mathematical Solution to Eddington’s Controversy Problem

To quote the problem, “If A, B, C, D each speaks the truth 1 in 3 times (independently), and A affirms that B denies that C delcares that D is a liar, what’s the probability that D was speaking the truth?” I thought I share my solution to this problem which attracted different answers from different people.