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==Tham khảo==
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==References==
<!-- Note: This article uses author-date citation format, not footnotes. If you have any problems, please ask on the talk page and someone will be happy to help you. Also, please place references in alphabetical order by last name or organizational name. The references have been broken into alphabetical sections to make it easier. Thank you. -->
{{refbegin|3}}
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| url = http://www.actuarialstandardsboard.org/wp-content/uploads/2013/10/asop001_170.pdf
| format = PDF
| accessdate = April 27, 2015
| ref = {{harvid|ASB|2013}}
}}
*{{cite journal
| author =<!--Staff writer(s); no by-line.-->
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}}
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}}
<!-- B -->
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}}
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}}
*{{cite web
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}}
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}}
*{{cite web
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}}
*{{cite journal
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}}
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}}
<!-- C -->
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| ref = harv
}}
*{{cite web
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}}
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}}
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}}
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}}
*{{cite journal
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|first=Lynn G.
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}}
*{{cite web
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}}
*{{cite book
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|ref=harv
}}
<!-- D -->
*{{cite journal
|last=D'Arcy
|first=Stephen P.
|date=May 1989
|title=On Becoming An Actuary of the Third Kind
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|volume=LXXVI
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|pages=45–76
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}}
*{{cite journal
|last=D'Arcy
|first=Stephen P.
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|title=On Becoming An Actuary of the Fourth Kind
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|format=PDF
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}}
<!-- E -->
*{{cite web
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| title = Actuary, the World's Best Job?
| last1 = <!-- Unnamed Staff writer -->
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}}
* {{cite web
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}}
<!-- F -->
*{{cite book
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|publisher=[[Casualty Actuarial Society]]
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*{{cite web
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}}
*{{cite web
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|publisher=[[Gov.uk]]
|year=2015
|accessdate=April 29, 2015
|ref={{harvid|Government Actuary's Department|2015}}
}}
<!-- H -->
*{{cite journal
|last=Halley
|first=Edmond
|authorlink=Edmond Halley
|year=1693
|title=An Estimate of the Degrees of the Mortality of Mankind, Drawn from Curious Tables of the Births and Funerals at the City of Breslaw; With an Attempt to Ascertain the Price of Annuities upon Lives
|journal=[[Philosophical Transactions of the Royal Society|Philosophical Transactions of the Royal Society of London]]
|volume=17
|pages=596–610
|url=http://www.york.ac.uk/depts/maths/histstat/halley.pdf
|format=PDF
|accessdate=June 21, 2006
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|issue=192–206
}}
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}}
*{{cite journal
| last = Heywood
| first = Geoffrey
| year = 1985
| title = Edmond Halley: astronomer and actuary
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| format = PDF
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*{{cite web
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}}
<!-- I -->
*{{cite web
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}}
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| ref = {{harvid|Institute and Faculty of Actuaries|2011b}}
}}
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| author =<!--Staff writer(s); no by-line.-->
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| publisher = [[Institute and Faculty of Actuaries]]
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}}
<!-- J -->
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|year=1932
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|lccn=32007692
|pages=§475–§476
|chapter=Burial places and funeral ceremonies
|chapterurl=http://www.forumromanum.org/life/johnston_14.html
|quote=Early in the Empire, associations were formed for the purpose of meeting the funeral expenses of their members, whether the remains were to be buried or cremated, or for the purpose of building columbāria, or for both&nbsp;... If the members had provided places for the disposal of their bodies after death, they now provided for the necessary funeral expenses by paying into the common fund weekly a small fixed sum, easily within the reach of the poorest of them. When a member died, a stated sum was drawn from the treasury for his funeral&nbsp;... If the purpose of the society was the building of a columbārium, the cost was first determined and the sum total divided into what we should call shares (sortēs virīlēs), each member taking as many as he could afford and paying their value into the treasury.
|ref={{harvid|Johnston|1903|loc=§475–§476}}
|isbn=0-8154-0453-0
}}
<!-- K -->
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}}
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}}
<!-- M -->
*{{cite journal
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<!-- Q -->
<!-- R -->
*{{cite web
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|last=Sieger
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*{{cite book
|last=Slud
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|chapter=6: Commutation Functions, Reserves & Select Mortality
|chapterurl=http://www.math.umd.edu/~evs/s470/BookChaps/Chp6.pdf
|quote=The Commutation Functions are a computational device to ensure that net single premiums&nbsp;... can all be obtained from a single table lookup. Historically, this idea has been very important in saving calculational labor when arriving at premium quotes. Even now&nbsp;... company employees without quantitative training could calculate premiums in a spreadsheet format with the aid of a life table.
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[[Thể loại:Nghề nghiệp]]
[[Thể loại:Nghề nghiệp]]

Phiên bản lúc 14:54, ngày 8 tháng 11 năm 2015

Tính toán bảo hiểm
Sự tàn phá của bão Katrina năm 2005. Cần thiết phải có nghề tính toán bảo hiểm để ước lượng mức độ thiệt hại lâu dài do những tàn phá như thế để có thể xác định chính xác giá bảo hiểm cho tài sản, thiết lập mức dự phòng phù hợp, và thiết kế các chiến lược quản lý vốn và tái bảo hiểm phù hợp.
Nghề nghiệp
TênNghề tính toán bảo hiểm
Loại nghề nghiệp
Chuyên nghiệp
Ngành nghề hoạt động
Bảo hiểm, Tái bảo hiểm, Kế hoạch trợ cấp, Chương trình bảo hiểm xã hội
Mô tả
Năng lựcToán học, tài chính, kỹ năng phân tích, hiểu biết kinh doanh
Yêu cầu học vấn
Xem Chứng nhận và các bài thi
Lĩnh vực
việc làm
Các công ty bảo hiểm, Quỹ trợ cấp hưu trí (Superannuation funds), các công ty tư vấn và chính phủ
Nghề liên quan
Người bao tiêu (Underwriter)
Lương bình quân
Xem Tiền thù lao

Nghề tính toán bảo hiểm (hay nghề thống kê bảo hiểm, chuyên viên tính toán bảo hiểm, chuyên viên thống kê bảo hiểm, chuyên viên phân tích bảo hiểm) là một ngành nghề chuyên nghiệp giải quyết với những đo lường và quản lý về rủi ro và độ bất định ((BeAnActuary 2011a)). Tên gọi của nghề này tương ứng với khoa học tính toán bảo hiểm. Các rủi ro có thể ảnh hưởng đến cả hai vế của bảng cân đối kế toán (balance sheet), và đòi hỏi quản lý tài sản, quản lý nợ phải trả (liability management), và kỹ năng định giá ((BeAnActuary 2011b)). Người thống kê bảo hiểm cung cấp báo cáo đánh giá các hệ thống an ninh tài chính (financial security systems), với sự tập trung vào tính phức tạp của nó, nội dung toán học và cơ chế của chúng ((Trowbridge 1989, tr. 7)).

While the concept of insurance dates to antiquity (Johnston 1903, §475–§476, Loan 1992, Lewin 2007, pp. 3–4), the mathematics and finance needed to scientifically measure and mitigate risks have their origins in the 17th century studies of probability and annuities (Heywood 1985). Actuaries of the 21st century require analytical skills, business knowledge, and an understanding of human behavior and information systems to design and manage programs that control risk (BeAnActuary 2011c). The actual steps needed to become an actuary are usually country-specific; however, almost all processes share a rigorous schooling or examination structure and take many years to complete (Feldblum 2001, tr. 6, Institute and Faculty of Actuaries 2014).

The profession has consistently ranked as one of the most desirable (Riley 2013). In various studies, being an actuary was ranked number one or two multiple times since 2010 (Thomas 2012, Weber 2013, CareerCast 2015).

Tham khảo

References

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