Prevalence of interocular symmetry in corneal astigmatism and the possible influence of age, sex and refractive error
Purpose The aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both the magnitude and axis, and whether age, sex and spherical equivalent refractive error can influence the pattern. Methods The IOLMaster 700...
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Published in | Ophthalmic & physiological optics Vol. 45; no. 2; pp. 352 - 360 |
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Main Authors | , , |
Format | Journal Article |
Language | English |
Published |
England
Wiley Subscription Services, Inc
01.03.2025
John Wiley and Sons Inc |
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Abstract | Purpose
The aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both the magnitude and axis, and whether age, sex and spherical equivalent refractive error can influence the pattern.
Methods
The IOLMaster 700 optical biometer was used to measure the radii of curvature of the anterior corneal surface. Refractive error was determined by non‐cycloplegic subjective refraction. Descriptive statistical analyses and inferential logistic regression were applied over the dichotomous variable of mirror symmetry using J0 and J45 power vector components. An evaluation was carried out based on the subject's age, sex and spherical equivalent refractive error.
Results
A total of 2974 Caucasian adults were evaluated. This cross‐sectional study revealed that axis orientation follows the isorule symmetry pattern, and in terms of both magnitude and axis orientation, mirror symmetry was present in 70.9% of cases. Age, sex and spherical equivalent refractive error were not significant factors and did not contribute to the clinical improvement of the model despite its statistical significance (refractive error, p = 0.001; age and sex, p = 0.23 and 0.36, respectively).
Conclusions
Among an adult Caucasian population, the prevalence of corneal astigmatism mirror symmetry was 70.9% and isorule symmetry was the most common pattern considering axis orientation only. The inclusion of age, sex and spherical equivalent refractive error did not improve the model. |
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AbstractList | The aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both the magnitude and axis, and whether age, sex and spherical equivalent refractive error can influence the pattern.
The IOLMaster 700 optical biometer was used to measure the radii of curvature of the anterior corneal surface. Refractive error was determined by non-cycloplegic subjective refraction. Descriptive statistical analyses and inferential logistic regression were applied over the dichotomous variable of mirror symmetry using J
and J
power vector components. An evaluation was carried out based on the subject's age, sex and spherical equivalent refractive error.
A total of 2974 Caucasian adults were evaluated. This cross-sectional study revealed that axis orientation follows the isorule symmetry pattern, and in terms of both magnitude and axis orientation, mirror symmetry was present in 70.9% of cases. Age, sex and spherical equivalent refractive error were not significant factors and did not contribute to the clinical improvement of the model despite its statistical significance (refractive error, p = 0.001; age and sex, p = 0.23 and 0.36, respectively).
Among an adult Caucasian population, the prevalence of corneal astigmatism mirror symmetry was 70.9% and isorule symmetry was the most common pattern considering axis orientation only. The inclusion of age, sex and spherical equivalent refractive error did not improve the model. Purpose The aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both the magnitude and axis, and whether age, sex and spherical equivalent refractive error can influence the pattern. Methods The IOLMaster 700 optical biometer was used to measure the radii of curvature of the anterior corneal surface. Refractive error was determined by non‐cycloplegic subjective refraction. Descriptive statistical analyses and inferential logistic regression were applied over the dichotomous variable of mirror symmetry using J0 and J45 power vector components. An evaluation was carried out based on the subject's age, sex and spherical equivalent refractive error. Results A total of 2974 Caucasian adults were evaluated. This cross‐sectional study revealed that axis orientation follows the isorule symmetry pattern, and in terms of both magnitude and axis orientation, mirror symmetry was present in 70.9% of cases. Age, sex and spherical equivalent refractive error were not significant factors and did not contribute to the clinical improvement of the model despite its statistical significance (refractive error, p = 0.001; age and sex, p = 0.23 and 0.36, respectively). Conclusions Among an adult Caucasian population, the prevalence of corneal astigmatism mirror symmetry was 70.9% and isorule symmetry was the most common pattern considering axis orientation only. The inclusion of age, sex and spherical equivalent refractive error did not improve the model. The aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both the magnitude and axis, and whether age, sex and spherical equivalent refractive error can influence the pattern.PURPOSEThe aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both the magnitude and axis, and whether age, sex and spherical equivalent refractive error can influence the pattern.The IOLMaster 700 optical biometer was used to measure the radii of curvature of the anterior corneal surface. Refractive error was determined by non-cycloplegic subjective refraction. Descriptive statistical analyses and inferential logistic regression were applied over the dichotomous variable of mirror symmetry using J0 and J45 power vector components. An evaluation was carried out based on the subject's age, sex and spherical equivalent refractive error.METHODSThe IOLMaster 700 optical biometer was used to measure the radii of curvature of the anterior corneal surface. Refractive error was determined by non-cycloplegic subjective refraction. Descriptive statistical analyses and inferential logistic regression were applied over the dichotomous variable of mirror symmetry using J0 and J45 power vector components. An evaluation was carried out based on the subject's age, sex and spherical equivalent refractive error.A total of 2974 Caucasian adults were evaluated. This cross-sectional study revealed that axis orientation follows the isorule symmetry pattern, and in terms of both magnitude and axis orientation, mirror symmetry was present in 70.9% of cases. Age, sex and spherical equivalent refractive error were not significant factors and did not contribute to the clinical improvement of the model despite its statistical significance (refractive error, p = 0.001; age and sex, p = 0.23 and 0.36, respectively).RESULTSA total of 2974 Caucasian adults were evaluated. This cross-sectional study revealed that axis orientation follows the isorule symmetry pattern, and in terms of both magnitude and axis orientation, mirror symmetry was present in 70.9% of cases. Age, sex and spherical equivalent refractive error were not significant factors and did not contribute to the clinical improvement of the model despite its statistical significance (refractive error, p = 0.001; age and sex, p = 0.23 and 0.36, respectively).Among an adult Caucasian population, the prevalence of corneal astigmatism mirror symmetry was 70.9% and isorule symmetry was the most common pattern considering axis orientation only. The inclusion of age, sex and spherical equivalent refractive error did not improve the model.CONCLUSIONSAmong an adult Caucasian population, the prevalence of corneal astigmatism mirror symmetry was 70.9% and isorule symmetry was the most common pattern considering axis orientation only. The inclusion of age, sex and spherical equivalent refractive error did not improve the model. PurposeThe aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both the magnitude and axis, and whether age, sex and spherical equivalent refractive error can influence the pattern.MethodsThe IOLMaster 700 optical biometer was used to measure the radii of curvature of the anterior corneal surface. Refractive error was determined by non‐cycloplegic subjective refraction. Descriptive statistical analyses and inferential logistic regression were applied over the dichotomous variable of mirror symmetry using J0 and J45 power vector components. An evaluation was carried out based on the subject's age, sex and spherical equivalent refractive error.ResultsA total of 2974 Caucasian adults were evaluated. This cross‐sectional study revealed that axis orientation follows the isorule symmetry pattern, and in terms of both magnitude and axis orientation, mirror symmetry was present in 70.9% of cases. Age, sex and spherical equivalent refractive error were not significant factors and did not contribute to the clinical improvement of the model despite its statistical significance (refractive error, p = 0.001; age and sex, p = 0.23 and 0.36, respectively).ConclusionsAmong an adult Caucasian population, the prevalence of corneal astigmatism mirror symmetry was 70.9% and isorule symmetry was the most common pattern considering axis orientation only. The inclusion of age, sex and spherical equivalent refractive error did not improve the model. |
Author | Esteve‐Taboada, José J. Salvador‐Roger, Raquel Micó, Vicente |
AuthorAffiliation | 1 Department of Optics and Optometry and Vision Sciences University of Valencia Burjassot Spain |
AuthorAffiliation_xml | – name: 1 Department of Optics and Optometry and Vision Sciences University of Valencia Burjassot Spain |
Author_xml | – sequence: 1 givenname: Raquel orcidid: 0000-0002-8236-8188 surname: Salvador‐Roger fullname: Salvador‐Roger, Raquel email: raquel.salvador@uv.es organization: University of Valencia – sequence: 2 givenname: Vicente surname: Micó fullname: Micó, Vicente organization: University of Valencia – sequence: 3 givenname: José J. orcidid: 0000-0001-8663-6373 surname: Esteve‐Taboada fullname: Esteve‐Taboada, José J. organization: University of Valencia |
BackLink | https://www.ncbi.nlm.nih.gov/pubmed/39679636$$D View this record in MEDLINE/PubMed |
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The aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both... The aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both the... PurposeThe aim of this study was to investigate, using a power vector approach, whether corneal astigmatism follows a mirror symmetry pattern considering both... |
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SubjectTerms | Adolescent Adult Age Age Factors Aged Aged, 80 and over astigmatic symmetry Astigmatism Astigmatism - diagnosis Astigmatism - epidemiology Astigmatism - physiopathology Cornea Cornea - pathology Corneal Topography Cross-Sectional Studies Female Humans interocular symmetry Male Middle Aged Original power vectors Prevalence Refraction, Ocular - physiology Refractive Errors - epidemiology Refractive Errors - physiopathology Sex Sex Factors Statistical analysis Statistical models Symmetry White people Young Adult |
Title | Prevalence of interocular symmetry in corneal astigmatism and the possible influence of age, sex and refractive error |
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