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Cancer Statistics

Multiple Myeloma

NHS National Services Scotland ISD Scotland & NHS National Services Scotland

Multiple Myeloma

Data analyses and reports

Below are the most recently updated data. Please note:

  • Within each page some files are quite large and may take a few minutes to download.
  • You may need to use the drop-down menus within the spreadsheets to define your selections of 'Area of Residence', 'Sex', and 'Cancer site/type' to find the data that you require.

Multiple myeloma and malignant plasma cell neoplasms: ICD-10 C90

Incidence:

Annual incidence Download Excel file [741KB] (most recent 25 years) by age, sex, network and health board

Five year summary of incidence Download Excel file [170KB] by age, sex, network and health board

Mortality:

Annual mortality Download Excel file [765KB] (most recent 25 years) by age, sex, network and health board

Five year summary of mortality Download Excel file [169KB] by age, sex, network and health board

Survival:

Survival Download Excel file [33KB] (by age and sex) at 1, 3, 5 & 10 years after diagnosis (1983 onwards)

Survival summary Download pdf file [450KB] and interpretation at 1 & 5 years after diagnosis (1983 onwards)

Prevalence:

Cancer prevalence Download Excel file [47KB]

Lifetime risk:

Lifetime risk Download Excel file [45KB] of cancer by age and sex

Deprivation:

Incidence, mortality and survival by deprivation category Download Excel file [29KB]

Summary statistics for multiple myelomas

Scotland Males Females
Rank - incidence 16 17
Rank - mortality 16 15
Percentage frequency of all cancers 1.5% 1.1%
Number of new cases diagnosed in 2010 208 175
Number of deaths recorded in 2010 114 117
Change in incidence from 2000 to 2010 8.0% 5.6%
Change in mortality from 2000 to 2010 -5.7% -13.9%
1 year relative survival for patients diagnosed between 2003 and 2007 73.0% 70.6%
5 year relative survival for patients diagnosed between 2003 and 2007 40.9% 34.2%

Notes:
1. Survival figures are not age standardised.
2. Change in incidence and mortality is estimated by Poisson regression.

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