What Zen Meditation Can Teach Us About Simplifying Mathematical Models

Recently I read the book I May Be Wrong by Bjorn Natiko Lindblad, a former successful executive who left his job to become a forest monk in Thailand for 17 years.

While reflecting on the author’s life "practice," I unintentionally adopted a mathematical‑modeling perspective and discovered unexpected parallels: Zen practice also offers many insights for modeling.

Modeling as Observation

In Zen meditation, one emphasizes "observing" the inner world, watching emotions, desires, and attachments until they dissipate like clouds, leaving pure awareness.

Lindblad notes that early in his practice his mind was filled with regrets about the past, worries about the future, and anxiety about the present, and through meditation he learned to release these thoughts and confront his inner essence.

The essence is not easily discovered; it requires careful reasoning, time, and simplification to reveal the true structure of a problem. In mathematical modeling we perform a similar "observation," abstracting reality mathematically to gain rational understanding.

Letting Go and Simplifying

Lindblad’s life in the forest temple was extremely simple: no phone, no busy work, only daily meditation and basic needs. In that simplicity he felt a profound happiness, writing that "complexity arises because we refuse to face simplicity, while simplicity points directly to wisdom."

The rapid growth of knowledge and the ever‑expanding toolbox of modeling techniques can distract us. We must recognize that the core of modeling is identifying which information in a complex phenomenon is essential and which can be ignored. The model’s mission is to reveal simple truth, not to pile on complicated forms.

Beyond “Correctness”

Lindblad admits that early in his practice he was eager to prove he was "better" at meditation, comparing his progress to others. He later realized that this attachment to being "right" or "superior" is itself an obstacle. He learned to accept imperfection and understood that the true purpose of practice is not to reach a specific goal but to maintain continuous awareness.

Zen practice is a long‑term journey, and so is mathematical modeling. A successful model is just the beginning; its vitality lies in subsequent improvement and application. Modeling, like meditation, is not a one‑off competition or research project but a habit that can be integrated into daily study, work, and life.

When faced with complex real‑world problems, we can adopt a "modeling eye": identify the core issue, determine the main factors, and describe them with a simple framework. This mindset not only helps solve problems but also brings enjoyment and wisdom by distilling complexity.

Mathematical modeling and Zen may seem unrelated, yet they resonate deeply. Embracing different ways of thinking can help us find our own wisdom and happiness. (Author: Wang Haihua)

One quote from the book: "I may be wrong, but that’s okay, because nothing is absolutely correct."