A computational approach for estimating the overall, population, and individual cancer hazard rates was developed. The population rates characterize a risk of getting cancer of a specific site/type, occurring within an age-specific group of individuals from a specified population during a distinct time period. The individual rates characterize an analogous risk but only for the individuals susceptible to cancer. The approach uses a novel regularization and anchoring technique to solve an identifiability problem that occurs while determining the age, period, and cohort (APC) effects. These effects are used to estimate the overall rate, and to estimate the population and individual cancer hazard rates. To estimate the APC effects, as well as ...
Carcinogenic modeling is aimed at mathematical descriptions of cancer development in aging. In this ...
Analysis of age-specific trajectories of cancer incidence rates for all sites combined (data source:...
[[abstract]]Cancer surveillance research often begins with a rate matrix, also called a Lexis diagra...
A computational approach for estimating the overall, population, and individual cancer hazard rates ...
As cancer risk increases day by day, more cancer researchers find themselves studying cancer statist...
Cancer remains the second leading cause of death in the U.S. and worldwide. To thoroughly understand...
Cancer health disparities due to demographic and socioeconomic factors are an area of great interest...
BACKGROUND: The Age-Period-Cohort (APC) analysis is aimed at estimating the following effects on dis...
BACKGROUNDThe overall age-standardized cancer incidence rate continues to decline whereas the number...
<div><p>Carcinogenic modeling is aimed at mathematical descriptions of cancer development in aging. ...
One of the most commonly diagnosed illnesses in the elderly population is cancer. Despite research t...
Standard descriptive methods for the analysis of cancer surveillance data include canonical plots ba...
At present, carcinogenic models imply that all individuals in a population are susceptible to cancer...
Background: The repertoire of statistical methods dealing with the descriptive analysis of the burde...
<div><p>Cancer surveillance research often begins with a rate matrix, also called a Lexis diagram, o...
Carcinogenic modeling is aimed at mathematical descriptions of cancer development in aging. In this ...
Analysis of age-specific trajectories of cancer incidence rates for all sites combined (data source:...
[[abstract]]Cancer surveillance research often begins with a rate matrix, also called a Lexis diagra...
A computational approach for estimating the overall, population, and individual cancer hazard rates ...
As cancer risk increases day by day, more cancer researchers find themselves studying cancer statist...
Cancer remains the second leading cause of death in the U.S. and worldwide. To thoroughly understand...
Cancer health disparities due to demographic and socioeconomic factors are an area of great interest...
BACKGROUND: The Age-Period-Cohort (APC) analysis is aimed at estimating the following effects on dis...
BACKGROUNDThe overall age-standardized cancer incidence rate continues to decline whereas the number...
<div><p>Carcinogenic modeling is aimed at mathematical descriptions of cancer development in aging. ...
One of the most commonly diagnosed illnesses in the elderly population is cancer. Despite research t...
Standard descriptive methods for the analysis of cancer surveillance data include canonical plots ba...
At present, carcinogenic models imply that all individuals in a population are susceptible to cancer...
Background: The repertoire of statistical methods dealing with the descriptive analysis of the burde...
<div><p>Cancer surveillance research often begins with a rate matrix, also called a Lexis diagram, o...
Carcinogenic modeling is aimed at mathematical descriptions of cancer development in aging. In this ...
Analysis of age-specific trajectories of cancer incidence rates for all sites combined (data source:...
[[abstract]]Cancer surveillance research often begins with a rate matrix, also called a Lexis diagra...