“…In the underdoped region, the normal state deviates significantly from the Fermi liquid behaviors and the superconducting gap is particularly anomalous: it decreases with increasing doping even though T c still increases with doping, and the measured momentumdependent superconducting gap deviates more obviously from the standard d-wave form with decreasing doping [1,2,4,5]. In the overdoped region, on the other hand, the normal state properties appear to become close to a Fermi liquid while the superconducting gap tends to resemble the BCS behaviors: it decreases with increasing doping with a concomitant T c decrease and its momentum dependence follows a standard d-wave form [1,2,5,6]. It has been also found that superconductivity of the cuprate superconductors is sensitive to the number of CuO 2 planes, n, in one structural unit; T c increases from single-layer (n=1), to bilayer (n=2) and trilayer (n=3), reaches a maximum for trilayer (n=3), and then drops with the further increase of the number of CuO 2 planes [7][8][9].…”