Sometimes I’ve believed as many as six impossible things before breakfast.

Sometimes I’ve believed as many as six impossible things before breakfast.

April 27, 2026 · 5 min read

The Impossible Things Before Breakfast: Lewis Carroll’s Enduring Philosophy

Lewis Carroll’s famous declaration that he has “believed as many as six impossible things before breakfast” remains one of the most delightful paradoxes in English literature, yet many admirers of the quote remain unaware of its true origin and the context that made it possible. The line appears in “Through the Looking-Glass, and What Alice Found There,” the 1871 sequel to “Alice’s Adventures in Wonderland,” specifically in the encounter between Alice and the White Queen. This isn’t Carroll expressing his own philosophy in a straightforward way, but rather placing these words in the mouth of a fictional character—a crucial distinction that reveals something profound about Carroll’s relationship with logic, imagination, and the nature of belief itself. The White Queen utters this line as a matter of fact, almost boastfully, suggesting that the ability to hold contradictory or impossible ideas simultaneously is not a weakness of the mind but rather a sign of mental strength and vitality. In the topsy-turvy world of the Looking-Glass, where everything operates according to reversed logic, this pronouncement makes perfect sense, yet it also contains a universal truth that extends far beyond the boundaries of Carroll’s whimsical fiction.

To understand the full impact of this quote, one must first understand the man behind it. Charles Lutwidge Dodgson, who would become immortalized as Lewis Carroll, was born in 1832 in Cheshire, England, into an intellectual and creative family with strong ties to the Church of England. His father was a clergyman who would eventually become an archdeacon, and the household was filled with elaborate word games, riddles, and theatrical performances that would profoundly shape young Charles’s creative sensibilities. He was educated at Rugby School, where he reportedly excelled academically despite being somewhat withdrawn, and later attended Christ Church, Oxford, where he would ultimately spend most of his adult life as a mathematician and lecturer in logic. This background is crucial to understanding Carroll’s unique perspective: he was simultaneously a rigorous logician trained in the formal systems of mathematics and a creative fantasist drawn to wordplay, puns, and absurdist humor. His academic credentials were substantial—he published mathematical treatises and was a respected member of the Oxford community—yet his creative spirit chafed against the rigid Victorian conventions that governed intellectual discourse.

Carroll’s path to literary fame was somewhat unconventional, as he came to writing as a means of expressing ideas that his academic and clerical worlds could not easily accommodate. The genesis of “Alice’s Adventures in Wonderland” itself is legendary: in 1862, Carroll, then in his thirties, took a boat trip with three young girls, including the ten-year-old Alice Liddell, daughter of the Dean of Christ Church. To entertain the children during the voyage, Carroll improvised a fantastical story about a girl named Alice who falls down a rabbit hole into a strange underground world. Years later, at the urging of the Liddell family, he committed this oral narrative to paper, eventually publishing it in 1865 under the pen name Lewis Carroll—a pseudonym he adopted to separate his creative and academic identities. The success of “Alice’s Adventures in Wonderland” was immediate and profound, though it achieved its greatest cultural prominence in later decades. The sequel, “Through the Looking-Glass,” published in 1871, was even more ambitious in scope, taking advantage of Carroll’s six years of additional experience with both writing fiction and engaging with his growing audience of readers.

What makes the “six impossible things before breakfast” quote so resonant is its perfect encapsulation of Carroll’s entire philosophical approach to both mathematics and storytelling. As a logician, Carroll was fascinated by contradictions, paradoxes, and the limitations of formal systems—a fascination that would later influence Ludwig Wittgenstein and other twentieth-century philosophers of logic. Yet Carroll understood intuitively what many logicians would spend decades trying to articulate: that the human mind is capable of holding multiple, even contradictory, frameworks of understanding simultaneously without collapsing into incoherence. The quote also reflects Carroll’s deep skepticism toward the rigid Victorian worldview that insisted on absolute certainty, single correct answers, and the triumph of reason over imagination. By placing this philosophy in the mouth of the White Queen—a character who represents the arbitrary rules of the Looking-Glass world—Carroll suggests that the willingness to entertain the impossible is not a defect of reasoning but a necessary faculty for navigating a universe that is fundamentally more complex and paradoxical than our logical systems can capture. The specific reference to “before breakfast” adds a delightful touch of realism and humor, suggesting that this mental gymnastics is simply part of the daily routine of an active, engaged mind.

The cultural history of this quote is fascinating and multilayered, revealing much about how different generations and disciplines have interpreted Carroll’s words. In the early twentieth century, the quote began to circulate among artists and writers as shorthand for the creative mindset—the ability to imagine impossible things that had not yet been realized in the world. Surrealists embraced Carroll enthusiastically, seeing in his work a precursor to their own commitment to liberating the imagination from the constraints of rational thought. By the mid-twentieth century, the quote had been adopted by scientists, particularly those working at the frontiers of physics and mathematics, who recognized in Carroll’s fictional character an accurate description of what their work actually required. When contemplating quantum mechanics, non-Euclidean geometry, or other counterintuitive