Hard controversy has been repeated on how large the number of solid cancers or leukemia as typical late effects is enhanced by exposure to low-level radiation or not. The most reliable data to answer it are published as Life Span Study (LSS) from Radiation Effects Research Foundation (RERF). However, the RERF report says that the Liner No-Threshold (LNT) model is applicable to the late radiation effects, because there is no reason apparently to deny it. In the present study, the error theory is introduced into the data of the RERF report, and quantitative discussion based on the error theory is made on how well the LNT model is applicable to the late effects in the low exposure range. So that, it is found that the LNT model is extrapolated ...
Health impacts of low-dose ionizing radiation are significant in important fields such as X-ray imag...
Abstract—There is strong evidence that ionizing radiation increases cancer risks at high doses (e.g....
An article by Jerome Puskin attempts to justify the continued use of the linear no-threshold (LNT) a...
The linear no-threshold (LNT) model for low-dose, radiogenic cancer has been a fixture of radiation ...
The atomic bomb survivor cancer mortality data have been used in the past to justify the use of the ...
The Linear No Threshold (LNT) hypothesis states that ionizing radiation risk is directly proportiona...
International audienceThe linear no-threshold (LNT) model was introduced into the radiological prote...
Current justification by linear no-threshold (LNT) cancer risk model advocates for its use in low-do...
h The atomic bomb survivors life-span study (LSS) is often claimed to support the linear no-threshol...
A recent update on the atomic bomb survivor cancer mortality data has concluded that excess relative...
Current guidelines for limiting exposure of humans to ionizing radiation are based on the linear-no-...
The atomic bomb survivor cancer mortality data have been used in the past to justify the use of the ...
Abstract The US National Academy of Sciences (NAS) presented the linear no-threshold hypothesis (LNT...
The Linear No Threshold (LNT) hypothesis states that ionizing radiation risk is directly proportiona...
The Linear No Threshold (LNT) hypothesis states that ionizing radiation risk is direct-ly proportion...
Health impacts of low-dose ionizing radiation are significant in important fields such as X-ray imag...
Abstract—There is strong evidence that ionizing radiation increases cancer risks at high doses (e.g....
An article by Jerome Puskin attempts to justify the continued use of the linear no-threshold (LNT) a...
The linear no-threshold (LNT) model for low-dose, radiogenic cancer has been a fixture of radiation ...
The atomic bomb survivor cancer mortality data have been used in the past to justify the use of the ...
The Linear No Threshold (LNT) hypothesis states that ionizing radiation risk is directly proportiona...
International audienceThe linear no-threshold (LNT) model was introduced into the radiological prote...
Current justification by linear no-threshold (LNT) cancer risk model advocates for its use in low-do...
h The atomic bomb survivors life-span study (LSS) is often claimed to support the linear no-threshol...
A recent update on the atomic bomb survivor cancer mortality data has concluded that excess relative...
Current guidelines for limiting exposure of humans to ionizing radiation are based on the linear-no-...
The atomic bomb survivor cancer mortality data have been used in the past to justify the use of the ...
Abstract The US National Academy of Sciences (NAS) presented the linear no-threshold hypothesis (LNT...
The Linear No Threshold (LNT) hypothesis states that ionizing radiation risk is directly proportiona...
The Linear No Threshold (LNT) hypothesis states that ionizing radiation risk is direct-ly proportion...
Health impacts of low-dose ionizing radiation are significant in important fields such as X-ray imag...
Abstract—There is strong evidence that ionizing radiation increases cancer risks at high doses (e.g....
An article by Jerome Puskin attempts to justify the continued use of the linear no-threshold (LNT) a...