15.10 CHAPTER REVIEW

Therapies

KEY POINTS

Introduction: Psychotherapy and Biomedical Therapy

Psychoanalytic Therapy

Humanistic Therapy

Behavior Therapy

Cognitive Therapies

Group and Family Therapy

Evaluating the Effectiveness of Psychotherapy

Biomedical Therapies

KEY TERMS

Match each of the terms on the left with its definition on the right. Click on the term first and then click on the matching definition. As you match them correctly they will move to the bottom of the activity.

Question

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

KEY PEOPLE

Aaron T. Beck (b. 1921) American psychiatrist who founded cognitive therapy (CT), a psychotherapy based on the assumption that major depressive disorder and other psychological problems are caused by biased perceptions, distorted thinking, and inaccurate beliefs. (p. 633)

Albert Ellis (1913–2007) American psychologist who founded the cognitive psychotherapy called rational-emotive behavior therapy (REBT), which emphasizes recognizing and changing irrational beliefs. (p. 631)

Sigmund Freud (1856–1939) Austrian physician and founder of psychoanalysis who theorized that psychological symptoms are the result of unconscious and unresolved conflicts stemming from early childhood (also see Chapter 11). (p. 620)

Mary Cover Jones (1896–1987) American psychologist who conducted the first clinical demonstrations of behavior therapy. (p. 626)

Carl Rogers (1902–1987) American psychologist who helped found humanistic psychology and developed client-centered therapy (also see Chapter 11). (p. 623)