Systemisch Interessantes und Lesenswertes. ![](data:image/png;base64,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)
Die Klassiker zur Familienzentrierten Pflege (Family Nursing):
Die Familienzentrierte Pflege von Wright und Leahey (Calgary-Modell) ist Grundlage der systemischen Arbeit unseres Instituts. Das Calgary-Modell ist familientherapeutisch orientiert und bietet das Methodenrepertoire für unsere Fort- und Weiterbildungen, sowie unserer Beratungstätigkeiten.
Familien- und umweltbezogene Pflege
Chronisch Kranksein: Implikationen und Interventionen für Pflege- und Gesundheitsberufe
Literatur zur Systemischen Beratung. Konzepte, Methoden und Praxishandbücher:
Systemische Beratung in fünf Gängen. Ein Leitfaden.
Einführung in die Praxis der systemischen Therapie und Beratung
Lehrbuch der systemischen Therapie und Beratung
Systemisches Handwerk. Werkzeug für die Praxis
Fragen können wie Küsse schmecken: Systemische Fragetechniken für Anfänger und Fortgeschrittene
Systemische Interventionen. UTB Profile
Systemische Beratung: Eine Einführung für psychosoziale Berufe
Zirkuläres Fragen: Systemische Therapie in Fallbeispielen: Ein Lernbuch
Einführung in das systemische Coaching
Handbuch Systemische Organisationsberatung
Einführung in die hypnosystemische Therapie und Beratung
System und Wirklichkeit: Die Konstruktion von Wirklichkeit im Kontext Systemischer Beratung
Hilfreiches Fragen: Praxishandbuch für hilfreiche Gespräche in Lern- und Veränderungsprozessen
Literatur und Grundlagen zur Systemischen Pädagogik:
Grundlinien einer Ermöglichungsdidaktik: Bildung ermöglichen – Vielfalt gestalten
Ich lerne, also bin ich: Eine systemisch-konstruktivistische Didaktik
Didaktisches Handeln in der Erwachsenenbildung: Didaktik aus konstruktivistischer Sicht
Lernen und Bildung Erwachsener
Konstruktivistisch lehren und lernen
Ausflüge in systemische Theoriewelten:
Einführung in Systemtheorie und Konstruktivismus
Luhmann leicht gemacht: Eine Einführung in die Systemtheorie
Einführung in die Systemtheorie des Konflikts
Eine kurze Einführung in die Systemtheorie: Lehr- und Übungsbuch
Soziale Systeme, Kommunikation, Mensch: Eine Einführung in soziologische Systemtheorie