In brief
Frigyes Karinthy (1887–1938) was a Hungarian author, playwright, poet, journalist, and translator, best known for his satirical writings that critiqued societal norms and human folly, as well as for originating the concept of six degrees of separation in his 1929 short story "Láncok" (Chains), which posited that any two people on Earth are connected through a chain of no more than five mutual acquaintances. Born into a poor but intellectually engaged family of Jewish origin in Budapest on June 25, 1887, shortly after their conversion to Lutheranism, Karinthy emerged as a leading figure in early 20th-century Hungarian literature, blending humor, parody, and social commentary in works that influenced generations of writers and comedians. His prolific output included novels, short stories, poems, and translations of classics such as Jonathan Swift's Gulliver's Travels and A. A. Milne's Winnie-the-Pooh into Hungarian, establishing him as a versatile literary voice during a turbulent era marked by world wars and political upheaval.
Karinthy married twice—first to the actress Etel Judik in 1913, with whom he had a son, Gábor, and later to Aranka Böhm in 1920, with whom he had a son, the writer Ferenc Karinthy—and maintained close ties with literary peers like Dezső Kosztolányi and Milán Füst. In, his story "Láncok" not only introduced the interconnectedness idea but also reflected his broader interest in human relationships and global networks.
Frigyes Karinthy was born on June 25, 1887, in Budapest, then part of the Austria-Hungary Empire, into a modest family of Jewish origin that had converted to Lutheranism shortly before his birth. His father, József Karinthy, worked in various capacities, including as a soldier and bookseller, and emphasized the importance of education and artistic pursuits within the household. As the fifth of six children, Karinthy grew up alongside siblings including an older sister, Emilia, in an environment that valued intellectual and creative development despite modest means.
Photographs

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