What does "kleinian" mean?
Of or pertaining to Christian Felix Klein (1849–1925), German mathematician.
adj ·Rare ·Advanced level
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"Prove that if a Kleinian group G does not contain parabolic elements and is isomorphic to the fundamental group of a closed orientable surface, then G is either quasi-Fuchsian or degenerate[…]"
"The second three months of life, the critical era in the Kleinian narrative, are marked by a shift from the paranoid to the "depressive" position produced by the infant's growing ability to integrate contradictory perceptions."
"Prove that if a Kleinian group G does not contain parabolic elements and is isomorphic to the fundamental group of a closed orientable surface, then G is either quasi-Fuchsian or degenerate[…]"
Of or pertaining to Christian Felix Klein (1849–1925), German mathematician.
Prove that if a Kleinian group G does not contain parabolic elements and is isomorphic to the fundamental group of a closed orientable surface, then G is either quasi-Fuchsian or degenerate[…]
From Klein + -ian.