Advanced myopia, prevalence and incidence analysis

被引:8
作者
Greene, Peter R. [1 ]
Greene, Judith M. [2 ]
机构
[1] BGKT Consulting Ltd, Dept Bioengn, Huntington, NY 11743 USA
[2] BGKT Comp Sci, Huntington, NY USA
关键词
Prevalence; Incidence; Myopia; High myopia; Exponential equations; Reading glasses; Time constant; Onset age; Plateau level; AGE-SPECIFIC PREVALENCE; HONG-KONG; SCHOOL-CHILDREN; RISK-FACTORS; PROGRESSION; COMPONENTS; REFRACTION; STUDENTS; MODELS; TRENDS;
D O I
10.1007/s10792-017-0510-x
中图分类号
R77 [眼科学];
学科分类号
100212 ;
摘要
Purpose Various high-percentage high-incidence medical conditions, acute or chronic, start at a particular age of onset t1 (years), accumulate or progress rapidly, with a system time constant t0 (years), typically from 1 week to 5 years, and then level off at a plateau level < S >, ultimately affecting 10-95% of the population. This report investigates the prevalence and incidence functions for myopia and high myopia as a function of age. Methods Fundamental prevalence versus time and incidence versus time results allow continuous prediction of myopia and high myopia population fractions as a function of age. This is a retrospective study. Nine reports are calculated with N = 444,600 subjects. There were no interventions other than usual regular eye examinations and subsequent indicated refraction change. Results The main result is continuous prediction of myopia prevalence-time data along with incidence rate data (%/year), age of onset (years), system plateau level, and system time constant (years). These parameters apply to progressive myopia and high myopia (R < -6 D), useful over several decades. Conclusions The primary finding of this research is that the prevalence ratio of high myopes (R < -6.0 D) to common myopes is expected to increase from 15% entering college to 45% or more after college and graduate school. These statistics are particularly relevant to the many years of study required by M.D., Ph.D., and M.D./Ph.D. programs.
引用
收藏
页码:869 / 874
页数:6
相关论文
共 27 条
[1]   A new relation between prevalence and incidence of a chronic disease [J].
Brinks, Ralph ;
Landwehr, Sandra .
MATHEMATICAL MEDICINE AND BIOLOGY-A JOURNAL OF THE IMA, 2015, 32 (04) :425-435
[2]   Deriving age-specific incidence from prevalence with an ordinary differential equation [J].
Brinks, Ralph ;
Landwehr, Sandra ;
Icks, Andrea ;
Koch, Michael ;
Giani, Guido .
STATISTICS IN MEDICINE, 2013, 32 (12) :2070-2078
[3]   Prevalence, incidence, and progression of myopia of school children in Hong Kong [J].
Fan, DSP ;
Lam, DSC ;
Lam, RF ;
Lau, JTF ;
Chong, KS ;
Cheung, EYY ;
Lai, RYK ;
Chew, SJ .
INVESTIGATIVE OPHTHALMOLOGY & VISUAL SCIENCE, 2004, 45 (04) :1071-1075
[4]  
Fan DSP, 2004, ANN ACAD MED SINGAP, V33, P39
[5]   CHANGES IN REFRACTIVE TRENDS AND OPTICAL-COMPONENTS OF HONG-KONG CHINESE AGED 19-39 YEARS [J].
GOH, WSH ;
LAM, CSY .
OPHTHALMIC AND PHYSIOLOGICAL OPTICS, 1994, 14 (04) :378-382
[6]  
Greene Peter R, 2016, J Comput Sci Syst Biol, V9, P104, DOI 10.4172/jcsb.1000226
[7]   Refraction data survey: 2nd generation correlation of myopia [J].
Greene, Peter R. ;
Medina, Antonio .
INTERNATIONAL OPHTHALMOLOGY, 2016, 36 (05) :609-614
[8]   Mathematical models of college myopia [J].
Greene, Peter R. ;
Grill, Zachary W. ;
Medina, Antonio .
OPTIK, 2016, 127 (02) :896-899
[9]   Exponential prevalence and incidence equations for myopia [J].
Greene, Peter R. ;
Vigneau, Edward S. ;
Greene, Judith .
CLINICAL AND EXPERIMENTAL OPTOMETRY, 2015, 98 (03) :210-213
[10]   GAUSSIAN AND POISSON BLINK STATISTICS - A PRELIMINARY-STUDY [J].
GREENE, PR .
IEEE TRANSACTIONS ON BIOMEDICAL ENGINEERING, 1986, 33 (03) :359-361