Chris

On Restraint Boundaries and Systems Thinking
Photo by Tyler Hendy

On restraint, boundaries, and systems thinking

December 30, 2025 • 5 minute read Most systems do not fail suddenly or dramatically. They fail through the gradual erosion of constraints that were never made explicit. This essay examines how complexity accumulates as systems grow, why local reasoning collapses under uncontrolled interaction, and how restraint and well-defined boundaries act as structural necessities rather than stylistic preferences. Drawing on systems theory and software engineering literature, it argues that long-lived systems survive not by absorbing complexity, but by constraining it deliberately and honestly.

Most systems do not fail because they were poorly designed. They fail because they violate constraints that were never made explicit.

At the beginning, most systems are tractable. The architecture is coherent. The abstractions are limited. The number of active invariants is small enough to be held in mind. At this stage, the system admits local reasoning: one can change a component and reasonably predict the effect of that change.

Formally, the system’s behavior can still be approximated as:

$$ \large S \approx \sum_{i=1}^{n} C_i $$

where each component \(C_i\) contributes independently, and interactions are limited and explicit.

This property does not survive growth.

Growth rarely arrives through recklessness. It arrives through accommodation. A new requirement introduces a conditional path. An exception bypasses an invariant. A shortcut defers a constraint under pressure, with the intention of repair. Each change appears locally valid. But the system is no longer additive.

Interaction terms accumulate.

$$ \small S = \sum_{i=1}^{n} C_i + \sum_{i \neq j} I_{ij} $$

Once the number of interactions grows faster than the number of components, local reasoning collapses. The second term dominates. Behavior becomes emergent rather than designed. This is not a matter of code quality or developer discipline. It is a structural property of coupled systems.

This is how complexity enters. Quietly, and mathematically.

Restraint is the act of constraining this growth. It is not aesthetic minimalism, but a refusal to allow interaction terms to proliferate without control. In practice, restraint means refusing abstraction without evidence, refusing generality without necessity, and refusing to promise behavior the system cannot enforce over time.

Boundaries are the mechanism by which restraint is applied.

A boundary defines a contract. It limits the set of admissible interactions. It enforces invariants at the interface rather than relying on discipline at the call site. When boundaries are strong, interaction terms are suppressed or localized. When they are weak, complexity diffuses across the system.

This is why porous interfaces are so dangerous. When internal details leak, the boundary ceases to be a boundary. Invariants are no longer enforced at a single point, but distributed implicitly across callers. At that moment, the cost of change becomes nonlinear. Small modifications require global reasoning. Fear replaces understanding.

This aligns directly with The Mythical Man-Month, where Fred Brooks argues that conceptual integrity is lost incrementally, not catastrophically. It also mirrors A Philosophy of Software Design, where John Ousterhout observes that shallow modules export complexity rather than contain it. In both cases, the failure mode is the same:

Boundaries that do not actually bound.

Systems thinking is often misunderstood as seeing everything at once. In practice, it is the opposite. It is the discipline of ensuring that most components need to know as little as possible. It accepts that friction is not only inevitable, but necessary. That duplication can be cheaper than coupling. That a slightly inconvenient boundary is preferable to an elegant abstraction that cannot survive change.

From a formal perspective, this is the preservation of locality. A system that preserves locality allows reasoning to scale linearly with size. A system that destroys locality forces global reasoning, and therefore does not scale at all.

This point is made precise in Out of the Tar Pit, where Ben Moseley and Peter Marks argue that essential complexity arises primarily from state and uncontrolled interaction, not from problem size itself. Their conclusion is not stylistic. It is structural. Unconstrained interaction is the dominant source of complexity.

Restraint also applies to power.

Systems that permit unrestricted access in the name of flexibility remove constraints that would otherwise guarantee predictability. When every operation is possible, no behavior can be relied upon. Predictability is not the enemy of flexibility. It is its precondition.

This is why trust emerges from limits.

A system that is explicit about what it will do, what it will not do, and under which conditions it may fail provides usable guarantees. These guarantees allow engineers to reason locally, to change components without fear of distant consequences, and to revisit old decisions without embarrassment.

This observation extends beyond software. In Normal Accidents, Charles Perrow shows that failure in tightly coupled systems is often a property of interaction density rather than component failure. In such systems, adding flexibility increases risk rather than reducing it.

Time is the final evaluator of design. Systems that attempt to anticipate all futures accumulate speculative complexity. Systems that enforce constraints age more gracefully. This is formalized in The Laws of Software Evolution, where Manny Lehman shows that systems which grow without disciplined structure become increasingly difficult to modify, regardless of intent.

In practice, restraint means allowing some problems to remain unsolved until they are unavoidable. It means designing systems that can say no. It means preferring clarity over coverage, and enforceable invariants over expressive power.

This is not a call for minimalism as an aesthetic. It is a recognition of discipline as a mathematical necessity.

The systems worth building are not those that attempt to absorb all complexity, but those that constrain it. They survive not by cleverness, but by honesty about their limits.

References