Integral Equations and Operator Theory - Volume 66

Weyl Type Theorems for Left and Right Polaroid Operators......Page 1
Weighted Composition Operators from H8 to the Bloch Space of a Bounded Homogeneous Domain......Page 21
The Heat Equation for the Generalized Hermite and the Generalized Landau Operators......Page 41
Toeplitz Operators on Generalized Bergman Spaces......Page 53
Interpolation of Banach Lattices and Factorization of p-Convex and q-Concave Operators......Page 78
Integral Equations, Dichotomy of Evolution Families on the Half-Line and Applications......Page 112
Quasi-Radial Quasi-Homogeneous Symbols and Commutative Banach Algebras of Toeplitz Operators......Page 140
Quasianalytic Wave Front Sets for Solutions of Linear Partial Differential Operators......Page 152
A Levi-Civitá Equation on Compact Groups and Nonabelian Fourier Analysis......Page 181
Summability Properties for Multiplication Operators on Banach Function Spaces......Page 194
The Non−symmetric Discrete Algebraic Riccati Equation and Canonical Factorization of Rational Matrix Functions on the Unit Circle......Page 212
Semiseparable Integral Operators and Explicit Solution of an Inverse Problem for a Skew-Self-Adjoint Dirac-Type System......Page 227
Translation-Invariant Bilinear Operators with Positive Kernels......Page 248
Convergence of Collocation Method with Delta Functions for Integral Equations of First Kind......Page 260
New Formulae for the Wave Operators for a Rank One Interaction......Page 278
1. Introduction......Page 288
2. Preliminaries on semi-almost periodic functions......Page 291
3. Holomorphic semi-almost periodic functions: Main results......Page 295
4. Proofs......Page 301
References......Page 319
1. Introduction......Page 321
2. Preliminaries......Page 324
3. The Constant Coefficient Case......Page 329
4. Proof of Theorem 2.8......Page 355
References......Page 358
1.1. Notation......Page 360
1.2. Main Theorems......Page 362
2.1. A Sufficient Condition Proof of Theorem 1.2......Page 363
2.2. A Necessary Condition......Page 370
3.1. A reverse Houmllder inequality......Page 371
3.2. Proof of Theorem 1.3.......Page 385
References......Page 387
1. Introduction......Page 389
2. Notation and Preliminaries......Page 391
3. Hankel symbols for a given Hankel operator......Page 397
4. Labeling of all the Hankel symbols of a given Hankel operator......Page 404
5. Appendix......Page 412
References......Page 415
1. Introduction......Page 417
2. Completely bounded norms......Page 419
3. Completely p-summing norms......Page 423
4. Toeplitz Schur multipliers into l1......Page 426
5. Schur multipliers into Schatten spaces......Page 427
References......Page 431
1. Introduction......Page 433
2. Rough Negative Definite Symbols......Page 437
3. Feller semigroups......Page 445
References......Page 452
Odd BMOR  Functions and Carleson Measures in the Bessel Setting......Page 454
On Weighted Toeplitz, Big Hankel Operators and Carleson Measures......Page 486
Notation......Page 520
1. Introduction and Result......Page 521
2. The Construction......Page 523
3. Main Estimates......Page 525
References......Page 529
Reconstruction of the Dirac Operator From Nodal Data......Page 530
Eigenvalues of Weighted Composition Operators on the Bloch Space......Page 543
On a Hardy Type General Weighted Inequality in Spaces Lp·......Page 555
Toeplitz Operators on the Fock Space......Page 583
4. Toeplitz Operators in Sp with p ≥ 1......Page 591
5. Toeplitz Operators in Sp with 0 < p ≤ 1......Page 594