God Quote by Fyodor Dostoevsky
““And so will I here state just plainly and briefly that I accept God. But I must point out one thing: if God does exist and really created the world, as we well know, he created it according to the principles of Euclidean geometry and made the human brain capable of grasping only three dimensions of space. Yet there have been and still are mathematicians and philosophers-among them some of the most outstanding-who doubt that the whole universe or, to put it more generally, all existence was created to fit Euclidean geometry; they even dare to conceive that two parallel lines that, according to Euclid, never do meet on earth do, in fact, meet somewhere in infinity. And so my dear boy, I’ve decided that I am incapable of understanding of even that much, I cannot possibly understand about God.””
About This Quote
Source Novel: The Brothers Karamazov, 1880
The speaker doubts that a finite, Euclidean‑based mind can fully comprehend an infinite, possibly non‑Euclidean creator and cosmos.
In simple terms: Human understanding is limited compared to divine mystery.
Key Takeaway
Accept uncertainty about ultimate reality.
Themes
faith
philosophy
knowledge limits
science
religion
Mood
contemplative
skeptical
thoughtful
Type
philosophical
reflective
inspirational
When to use this quote
- Theology discussions
- philosophical debates
- science education
- personal crisis
- existential reflection
Key Concepts
Epistemology
metaphysics
geometry
infinity
human cognition
Questions to Reflect On
- How do we reconcile scientific models with spiritual belief?
- Can we accept mystery without abandoning reason?
A Different Perspective
The argument assumes Euclidean geometry is the only possible framework for creation.
![“For other great mathematicians or philosophers, he [Gauss] used the epithets magnus, or clarus, or clarissimus; for Newton alone he kept the prefix summus.” quote by Anonymous](https://sms4smile.com/quotes/img-quotes/e97/anonymous-1_epithet_for-other-great-mathematicians-or-philos_222162.jpg)
