Galois Theory and Modular Forms Book

	Preface
	The arithmetic of Weierstrass points on modular curves X[subscript 0](p)	3
	Semistable abelian varieties with small division fields	13
	Q-curves with rational j-invariants and jacobian surfaces of GL[subscript 2]-type	39
	Points defined over cyclic quartic extensions on an elliptic curve and generalized Kummer surfaces	65
	The absolute anabelian geometry of hyperbolic curves	77
	Regular Galois realizations of PSL[subscript 2](p[subscript 2]) over Q(T)	125
	Middle convolution and Galois realizations	143
	On the essential dimension of p-groups	159
	Explicit constructions of generic polynomials for some elementary groups	173
	On dihedral extensions and Frobenius extensions	195
	On the non-existence of certain Galois extensions	221
	Frobenius modules and Galois groups	233
	On quadratic number fields each having an unramified extension which properly contains the Hilbert class field of its genus field	271
	Distribution of units of an algebraic number field	287
	On capitulation problem for 3-manifolds	305
	On the Iwasawa [mu]-invariant of the cyclotomic Z[subscript p]-extension of certain quartic fields	315
	Quasimodular solutions of a differential equation of hypergeometric type	329
	Special values of the standard zeta functions	337
	p-adic properties of values of the modular j-function	357
	Thompson series and Ramanujan's identities	367
	Generalized Rademacher functions and some congruence properties	375