@article{oai:toyama.repo.nii.ac.jp:00015923,
 author = {Fujita, Yasuhiro and Saito, Yusuke},
 journal = {Toyama mathematical journal},
 month = {},
 note = {Let φ be a continuous and periodic function on ℝ with period 1 and φ(0)=0. We consider the generalized Takagi function ƒφ defined by ƒφ(x)=Σ[n=0,∞]1/2ⁿφ(2ⁿx) and the set Mᵩ of maximum points of ƒᵩ in the interval [0,1]. When φ₀(x) is the function defined by the distance from x to the nearest integer, ƒᵩ₀ is just the Takagi function. Our aim is to seek a condition on φ in order that Mᵩ⊂Mᵩ₀., Article, Toyama mathematical journal, vol.39, 2017, Page 87-94},
 pages = {87--94},
 title = {On the sets of maximum points for generalized Takagi functions},
 volume = {39},
 year = {2017}
}