- Includes bibliographical references and index. - 1. Review of Concepts. 1.1. Theory of Quadratic Polynomials. 1.2. Dense Hyperbolicity. 1.3. Steps of the Proof of Dense Hyperbolicity -- 2. Quasiconformal Gluing. 2.1. Extendibility and Distortion. 2.2. Saturated Maps. 2.3. Gluing of Saturated Maps -- 3. Polynomial-Like Property. 3.1. Domains in the Complex Plane. 3.2. Cutting Times -- 4. Linear Growth of Moduli. 4.1. Box Maps and Separation Symbols. 4.2. Conformal Roughness. 4.3. Growth of the Separation Index -- 5. Quasiconformal Techniques. 5.1. Initial Inducing. 5.2. Quasiconformal Pull-back. 5.3. Gluing Quasiconformal Maps. 5.4. Regularity of Saturated Maps. 5.5. Straightening Theorem.
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