How do you solve a a wicked problem?

by sravan ankaraju on January 31, 2010

in Execution,Integrated Thinking

Wicked problems, first identified by mathematician and planner Horst Rittel in the 1960s,  are messy, aggressive, and confounding.

According to Jennifer Riel, associate director of the Desautels Centre, you know you have a wicked problem if:

  • The causes of the problem are not just complex but deeply ambiguous; you can tell why things are happening the way they are and what causes them to do so.
  • The problem doesn’t fit neatly into any category you’ve encountered before; it looks and feels entirely unique, so the problem-solving approaches you’ve used in the past don’t’ seen to apply.
  • Each attempt at devising a solution changes the understanding of the problem; merely attempting to some to a solution changes the problem and how you think about it.
  • There is no clear stopping rule; it is difficult to tell when the problem is “solved” and what that solution may look like when you reach it.

Horst Rittel’s notion of wicked problems was detailed by C. West Churchman in a 1968 magazine of Management Science. Churchman described wicked problem as “a class of social system problems which are ill-formulated, where the information is confusing, where there are many clients, and decision makers with conflicting values, and where the ramifications in the whole system are thoroughly confusing”. In other words, wicked problems are ill-defined and unique in their causes, character, and solution.

With hard problems, your job is to look at the situation, identify a set of definite conditions, and calculate a solution. With wicked problems, the solution can no longer be the only or even the primary focus. Instead, dealing with wicked problems demands that attention be paid to understanding the nature of the problem itself. Problem understanding is central; the solution, secondary.

Are there wicked problems that you are aware of? Is “Health care in US” a wicked problem? How about the long-term solution for the poorest nation in Western Hemisphere – “Haiti”?

Unfolding the Napkin: The Hands-On Method for Solving Complex Problems with Simple Pictures

In the celebration of my first year of creating this blog site, I’ve decided to do a book giveaway. This is just a teeny tiny thing that I can do to thank you for a great year of learning I have had along with you. I’m going to send “Unfolding the Napkin” book to show my appreciation for your support. All you need to do is leave a comment on this blog post. One comment per person please. Contest is open to everyone, everywhere and closes on February 15th at 11:00pm EST. There will be more giveaways coming up – so keep checking back! Good Luck everyone!

Just so you all know, I use the random number generator to choose ONE winner  – so it’s all fair and square.

{ 6 comments… read them below or add one }

1 2icarly3 January 31, 2010 at 2:27 pm

Please do not enter me in the giveaway, at all. I thank you for being a wonderful operating model blog. I have learned so much from you, rmuse70. I am looking forward to a great year of wonderful posts ahead. You definitely deserve more views, and I will help you with that throughout the year as well.

Good luck with the blog,
2icarly3

2 JohnRawks January 31, 2010 at 2:35 pm

***Enter***

3 ted February 7, 2010 at 7:21 pm

I would love to get my hands on that book

4 P.Schaffes February 9, 2010 at 11:19 pm

Great cool blog,been lurking for a while now.I read the Back of the napkin and felt it offered a simple explanation about brainstorming with pictures.I do not live in North America but would love to get my hands on this book,I would love to enter this contest if its open to internationals of course.

5 countryman February 14, 2010 at 2:05 pm

Wow that is 1 good give away,have the 1st book.Do enter me!
Thanks

6 Indyfix February 15, 2010 at 12:00 am

I have only recently found your site,I am a Business student and I wish I could comment on all of your posts but I have a lot of reading to do in this blog,but for now all I can say is the information you have on here is great.Will show your blog to my fellow class mates .
Thanks and hope to read more.

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