Gardens in the Air: A Reexamination of the Ottoman Tulip Age

Scholars have long considered the “Tulip Age” to be a sort of Ottoman renaissance—a golden age initiated by the 1718 Treaty of Passarowitz and lasted until the Anti-Tulip Rebellion in 1730. However, recent scholarship has questioned the objectivity of the field’s founding historian, Ahmed Refik, who based his theory off of the twofold concepts of a marked increase in tulip culture and a movement toward westernization in the Ottoman Empire. Because of this shaky foundation, this research reexamines the debate from the beginning: the tulip’s connection to earlier Turkic arts and the actualities of Ottoman “modernization.” This perspective on the “real” Tulip Age is instrumental in suggesting a new hypothesis—that the Tulip Age did not exist in the way historians have accepted for a hundred years

Corrigendum to "Approximation by C^{p}-smooth, Lipschitz functions on Banach spaces" [J. Math. Anal. Appl., 315 (2006), 599-605]

In this erratum, we recover the results from an earlier paper of the author's which contained a gap. Specifically, we prove that if X is a Banach space with an unconditional basis and admits a C^{p}-smooth, Lipschitz bump function, and Y is a convex subset of X, then any uniformly continuous function f: Y->R can be uniformly approximated by Lipschitz, C^{p}-smooth functions K:X->R. Also, if Z is any Banach space and f:X->Z is L-Lipschitz, then the approximates K:X->Z can be chosen CL-Lipschitz and C^{p}-smooth, for some constant C depending only on X