Morris County Psychological Association
![](data:image/png;base64,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)
Incorporating Hypnosis Into Your Clinical Practice
Presented by Richard Dauber, PhD
Dr. Dauber is an Approved Consultant and Certified by the American Society of Clinical Hypnosis, and has been using hypnosis in his treatment of both adults and children for over 40 years. He has used hypnosis in the management of a wide variety of issues, including anxiety, phobias, habit disorders, pain management, and performance enhancement to name just a few.
Dr. Dauber will be teaching ways of thinking and practicing hypnotically. He will discuss various applications of hypnosis in treatment and the use of both direct and indirect suggestion. He will also explain the importance of language, tailoring and utilization when incorporating hypnosis into your clinical practice.
Learning Objectives: Participants will be able to:
1.
Identify some of the applications of hypnosis in treatment.
2.
Name the differences between Direct and Indirect suggestions.
3.
Describe several types of Indirect suggestions.
4.
Identify what is meant by utilization and tailoring.
This program is intended for psychologists, psychiatrists, social workers, nurses, mental health counselors, marriage and family therapists, and graduate students. It will be presented at an intermediate level, meant for those with some prior knowledge of the subject matter. The presenters receive no commercial support and report no conflict of interest regarding this presentation.
When: Wednesday, April 10th, 2024
9:00 – 10:30 a.m.
Where: Saint Elizabeth University
2 Convent Rd.
The Conference Room in St. Joseph’s Hall
Morristown, NJ 07960
Cost: MCPA member Zoom, or in person with buffet breakfast $24
Non-member Zoom, or in person with buffet breakfast $29
Psych grad student in person with buffet breakfast $10
Psych grad student Zoom $ 0
The breakfast will be from 9-9:30am. providing a chance to network with colleagues and students. The presentation will follow from 9:30– 10:30 a.m. Payments may be made at the door by check (made out to MCPA) or with cash, if you did not pay online when you registered.
Please register online by Monday, April 8th, 2024 at www.mcpanj.com. If you have questions or prefer not to register online, please contact Sarah Dougherty, at Sarah@doughertypsyd.com or 973-539-6677.
Americans with Disabilities Act: This location is ADA accessible. For accommodations, please make requests at least 14 days prior to the event: Sarah Dougherty, at Sarah@doughertypsyd.com or 973-539-6677.
1.0CE Credit Available
This program is co-sponsored by NJPA and the Morris County Psychological Association. NJPA is approved by the American Psychological Association to sponsor continuing education or psychologists. NJPA maintains responsibility for this program and its content. The program is approved for 1.0 CE credit. The cost of a CE Certificate is $15 for NJPA members, $25 for non-members, and free for sustaining members.
Refunds will be granted (less administrative fees) for cancellations received at least 24 hours prior to event start