JournalsprimsVol. 43, No. 2Volume 43, No. 2 (2007) Publications of the Research Institute for Mathematical Sciencespp. 277–302Integration over Compact Quantum GroupsTeodor BanicaBenoît Collinspp. 303–314Picard Groups of Some Local CategoriesYousuke KamiyaKatsumi Shimomurapp. 315–328Further Examples of Explicit Krein Representations of Certain SubordinatorsCatherine Donati-MartinMarc Yorpp. 329–371On the Fefferman–Phong Inequality and a Wiener-type Algebra of Pseudodifferential OperatorsNicolas LernerYoshinori Morimotopp. 373–384Explicit Constructions of Dense Common Hypercyclic SubspacesJuan B. Seoane-Sepulvedapp. 385–402Irrational Rotation of the Circle and the Binary Odometer are Finitarily Orbit EquivalentMrinal Kanti Roychowdhurypp. 403–424Simply Laced Extended Affine Weyl Groups (A Finite Presentation)Saeid AzamValiollah Shahsanaeipp. 425–442Structure of Quasi-analytic UltradistributionsTakashi Takiguchipp. 443–459A New Look at the Local Solvability Condition of Inhomogeneous Ordinary Differential EquationsShinichi Tajimapp. 461–470Remarks on Framed Bordism Classes of Classical Lie GroupsHaruo Minamipp. 471–504Modified Elastic Wave Equations on Riemannian and Kähler ManifoldsYoshiyasu Yasutomipp. 505–520Estimates of Kato–Temple Type for n-dimensional Spectral MeasuresS. T. Kurodapp. 521–524Errata : Spherical Functions of the Principal Series Representation of Sp(2,R) as Hypergeometric Functions of C2 type (Publ. RIMS, Kyoto Univ. 32 (1996), 689–727)Masatoshi Iida
pp. 315–328Further Examples of Explicit Krein Representations of Certain SubordinatorsCatherine Donati-MartinMarc Yor
pp. 329–371On the Fefferman–Phong Inequality and a Wiener-type Algebra of Pseudodifferential OperatorsNicolas LernerYoshinori Morimoto
pp. 385–402Irrational Rotation of the Circle and the Binary Odometer are Finitarily Orbit EquivalentMrinal Kanti Roychowdhury
pp. 403–424Simply Laced Extended Affine Weyl Groups (A Finite Presentation)Saeid AzamValiollah Shahsanaei
pp. 443–459A New Look at the Local Solvability Condition of Inhomogeneous Ordinary Differential EquationsShinichi Tajima
pp. 521–524Errata : Spherical Functions of the Principal Series Representation of Sp(2,R) as Hypergeometric Functions of C2 type (Publ. RIMS, Kyoto Univ. 32 (1996), 689–727)Masatoshi Iida