International Conference on Computational Anatomy and Research - (ICCAAR-27)


3rd - 4th April, 2027 | Ottawa, Canada

Multi-format (In-person/Virtual)

Registration Options

Explore conference registration categories designed for every mode of participation.

Important Dates

Pre-registration Deadline

4th March, 2027

Paper Submission Deadline

9th March, 2027

Last Date Of Registration

19th March, 2027

Date Of Conference

3rd - 4th April, 2027

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Conference Session Tracks

SDG Wheel

Aligned with

UN Sustainable Development Goals

This conference contributes to global sustainability by aligning its research discussions and academic sessions with key United Nations Sustainable Development Goals. It fosters knowledge exchange, innovation, and collaborative engagement.

SDG 3 SDG 3 — Good Health and Well-being
SDG 4 SDG 4 — Quality Education
SDG 9 SDG 9 — Industry, Innovation and Infrastructure
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All Session Tracks

Track 01
Geometric Techniques in Computational Anatomy

This track focuses on the application of geometric methods in the analysis of anatomical structures. Participants are encouraged to present novel approaches that leverage geometric principles to enhance our understanding of human anatomy.

Track 02
Statistical Approaches in Biomechanics

This session invites contributions that utilize statistical methods to investigate biomechanical phenomena. Emphasis will be placed on innovative statistical models that can elucidate the complexities of human movement and structure.

Track 03
Evolutionary Equations in Anatomical Modeling

This track explores the role of evolutionary equations in the modeling of anatomical changes over time. Researchers are invited to discuss their findings on how these equations can inform our understanding of developmental and pathological processes.

Track 04
Computational Techniques in Body Imaging

This session will highlight advancements in computational techniques for body imaging applications. Presenters are encouraged to share their work on algorithms and methodologies that improve image quality and diagnostic capabilities.

Track 05
Computational Anatomy in Psychosis Research

This track aims to explore the intersection of computational anatomy and mental health, particularly in the study of psychosis. Contributions should focus on how computational techniques can reveal structural brain abnormalities associated with psychiatric disorders.

Track 06
Shape Analysis and Diffeomorphometry

This session will delve into the mathematical foundations of shape analysis and diffeomorphometry. Researchers are invited to present their work on the metric spaces of shapes and the implications for anatomical research.

Track 07
Numerical Methods in Computational Anatomy

This track focuses on the development and application of numerical methods in the field of computational anatomy. Participants are encouraged to share innovative numerical techniques that address challenges in anatomical modeling.

Track 08
Neuroimaging Techniques and Computational Anatomy

This session will explore the use of neuroimaging techniques in conjunction with computational anatomy. Presenters should discuss how these combined approaches can enhance our understanding of brain structure and function.

Track 09
Orthopaedic Research and Computational Techniques

This track invites contributions that apply computational anatomy techniques to orthopaedic research. Emphasis will be placed on studies that demonstrate the impact of computational methods on understanding musculoskeletal disorders.

Track 10
Hamiltonian Dynamics in Anatomical Research

This session will investigate the application of Hamiltonian dynamics in the study of anatomical structures. Researchers are encouraged to present their findings on how these principles can inform computational models of anatomy.

Track 11
Group Actions and Their Applications in Anatomy

This track will explore the role of groups and group actions in computational anatomy. Contributions should focus on how these mathematical concepts can be applied to enhance the analysis of anatomical shapes and forms.