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Whats going on here anyway?
Whats going on here anyway? A Discussion of why female mortality is higher than male ... NINETY-SEVEN From age 97 to age 102, mortality decreases (by 17 percent for males and an astonishing 50 percent ...- Authors: John M Bragg
- Date: May 2016
- Competency: External Forces & Industry Knowledge>Actuarial methods in business operations; External Forces & Industry Knowledge>Actuarial theory in business context; Technical Skills & Analytical Problem Solving>Innovative solutions
- Publication Name: Pension Section News
- Topics: Actuarial Profession>Professional development; Demography>Gender factors; Demography>Longevity; Experience Studies & Data>Disability; Experience Studies & Data>Long-term care - Experience Studies & Data; Experience Studies & Data>Morbidity; Experience Studies & Data>Mortality; Health & Disability>Disability insurance; Health & Disability>Health care; Health & Disability>Health information technology; Health & Disability>Health insurance; Pensions & Retirement>Plan design
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Health Watch, Issue 79, December 2015, Health Watch
gov/pubmed/22361992. 4 http://healthaff airs.org/blog/2015/02/17/in-the-debate-about-cost-and-eff icacy- pcsk9-i ... With Cancer Coverage 20 8% 11% 30 11% 13% 40 17% 24% 50 20% 24% 60 20% 24% Approximate Percentage ...- Authors: Society of Actuaries
- Date: Dec 2015
- Competency: Communication>Written communication; External Forces & Industry Knowledge; Leadership>Influence; Professional Values>Ethical standards; Relationship Management>Team leadership; Results-Oriented Solutions>Actionable recommendations; Strategic Insight and Integration>Big picture view; Technical Skills & Analytical Problem Solving>Innovative solutions; Technical Skills & Analytical Problem Solving>Problem analysis and definition; Technical Skills & Analytical Problem Solving>Process and technique refinement
- Publication Name: Health Watch
- Topics: Experience Studies & Data>Disability; Health & Disability>Critical illness insurance; Health & Disability>Health care; Health & Disability>Health insurance; Health & Disability>Health risks; Modeling & Statistical Methods>Modeling efficiency; Modeling & Statistical Methods>Regression analysis; Technology & Applications>Computer science