The problem understanding framework

With my apologies for taking a scenic route and sincere thanks for following along, I am happy to declare that we now have all the parts to return to that framework I started with. To give you a quick recap, the framework was my replacement for Cynefin and consisted of three problem classes: solved, solvable, and unsolvable.

And now, for the big reveal. Allow me to connect the problem classes to the cycles in the process of understanding. The “solved” problem class corresponds to the “apply” cycle, the “solvable” problem – to the “solve” cycle, and finally the “unsolvable” problem fits the “struggle” cycle. We apply solved problems, we solve solvable problems, and we struggle with unsolvable problems. Okay, maybe the reveal wasn’t as dramatic as I made it out to be. 

I still don’t have a catchy name for it. Right now, I am going with a generic “problem understanding framework”, which is definitely not as cool as Cynefin or OODA.

When starting on this adventure, I wanted to construct a framework that had a few of attributes that seemed important: ontological humility, modularity, and layering.

For me, the attribute of ontological humility meant that the framework must be rooted in the idea of constructed reality. Every problem is probably unsolvable. However, it might come with a really solid framing that makes it fit reasonably well into a solvable problem class. It might even come with a highly effective solution that elevates it into the class of solved problems. The problem’s current position within a class might shift, as our explorations of change indicate. The framework itself is just a framing and as such, has blindspots and infinity-problems within it. We can see it as a bug, or just be humble enough to admit that the world around us is much more complex than any framework can capture.

When I say “modularity”, I convey possibility and encouragement to use and remix parts of the framework like LEGO bricks to fit a particular experience or challenge. You don’t need the whole thing. I also want to point out that the framework provides for reinterpretation and swapping out of its parts. If you have your own way to think about infinity-problems, please do replace the pre-built bits with it. Think of it as a bunch of micro-frameworks and mental models chilling contentedly in one happy house. The whole thing hangs together, but also works as individual pieces.

The third property of layering provides a progression from more pragmatic, surface usage to more in-depth and rigorous one. The problem classes are already useful to orient – and it’s okay if this is the only layer that you need in a given situation. But if you want to dig deeper, I tried to layer concepts in a way that allows gradual exploration. There is a rigorous foundation under the three simple buckets. Each layer answers a different question, starting with a simple “where am I” at the top layer, and progressing toward the forces that might be influencing me, their underlying dynamics, and why these dynamics emerge.

To give you a sense of how it’s all organized in my mind, I thought I’d put it all together in one mega-diagram.

The layers are at the top, arranged (left-to-right) from more concrete to more rigorous: starting with the pragmatic three problem classes, progressing to the process of understanding, then arriving at the learning loop, and finally revealing the predictive model fundamentals. The modules are at the bottom, placed along the spectrum of the models. Not gonna lie, it looks a bit daunting.

So wish me luck. Next, I’ll be playing with this framework and applying it in various situations. Let’s see where the process of understanding takes me. And of course, I’ll keep sharing any new learnings here.

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