224112 数学家 Mathematician

ANZSCO 224112 数学家 Mathematician - FLYabroad

224112 数学家职业描述 Job description - FLYabroad

数学家研发数学原理与技术以解决科学,工程,技术,社会科学,商业,工业等不同领域的问题。

Develops and applies mathematical principles and techniques to solve problems in all areas of the sciences, engineering, technology, social sciences, business, industry and commerce.

Previously referred to in ASCO as:
2293-11 Mathematician

224112 数学家职位别名 - FLYabroad

  • 224112 运筹学分析家 Operations Research Analyst (S)

224112 数学家技术等级 Skill level - FLYabroad

224112 数学家所属职业列表 - FLYabroad

224112 数学家澳洲技术移民职业评估 Skills assessment authority - FLYabroad

移民澳洲时,224112 数学家 Mathematician 属于 VETASSESS Group A 类职业(Moved from Group B to Group A),需要本科或更高级学位,专业与提名职业高度相关且近五年内最少有一年毕业后相关工作经验,不认可学位前工作经验。职业评估不需要雅思,评估函永久有效。

224112 数学家州担保情况 - FLYabroad

近期担保过 224112 数学家 Mathematician 职业的州包括:

224112 数学家新西兰技术移民紧缺职业加分要求 - FLYabroad

  • 不属于新西兰绝对紧缺职业

224112 数学家执业注册要求(不代表移民要求) - FLYabroad

本文由飞出国(FLYabroad @Copyright)独家整理完成,请尊重知识产权,不要以任何形式散布和传播。

224112A 收入图示(Earnings) - 飞出国

224112A 职业全职从业者税前周薪比例(Income Range Per Week - Before tax)

224112A 职业全职与兼职从业者税前周薪比较(Income Based On Employment Status Per Week - Before tax)

数据来源: abs.gov.au 及 myfuture.edu.au

本文由飞出国(FLYabroad @Copyright)独家整理完成,请尊重知识产权,不要以任何形式散布和传播。

What’s it like to be a Mathematician?

Mathematicians apply and develop mathematical principles to solve problems in
all areas of the sciences, technology, social sciences, business, industry and
commerce.

How much can I expect to earn?

Full-time employed Mathematician earn an average of $1358 per week. The
[average annual salary for this job is $70616 excluding super.]

Personal requirements

  • a good imagination
  • enjoy mathematics
  • analytical skills
  • able to take initiative
  • able to persevere
  • able to work independently or as part of a team
  • enjoy problem-solving.

This job also involves:

Mainly indoor work

Workers performing these jobs would usually be expected to spend more than
three-quarters of their day indoors, in an office, factory or other enclosed
area protected from the weather.

Reading or writing

These jobs require moderate or better reading and writing skills. Workers may
be expected to prepare, understand or act on written materials, such as
letters or reports. People may wish to avoid these jobs if their reading or
writing English skills are limited to a small range of words or phrases and
symbols. Jobs remaining may still require very basic reading or writing
skills.

Sitting for long periods

The main duties and tasks involved in these jobs are usually performed sitting
down at a desk, counter, workbench or other location for periods of at least
two hours at a stretch.

This occupation offers jobs at the following skill levels:

Professional Jobs

Jobs in this group usually require completion of a recognised Bachelor Degree,
or extensive relevant experience. Some jobs also require post-graduate study,
such as a Graduate Certificate, Graduate Diploma or Master Degree.

Study requirements

At school, you can study these subject(s) to get a good foundation for this
occupation:

Computing Studies

School subjects that include some aspect of COMPUTING STUDIES provide a useful
background to these jobs. In some cases a computer studies-related subject is
a pre-requisite for entry to courses that provide the training for the job.

Mathematics

School subjects that include some aspect of MATHEMATICS provide a useful
background to these jobs. In some cases a mathematics-related subject is a
pre-requisite for entry to courses that provide the training for the job.

Duties and tasks of a Mathematician

Mathematicians may perform the following tasks:

  • apply geometry and calculus to design objects in fields such as architecture, computer graphics and robotics
  • analyse statistics to find predictive models for traffic flow, insurance risks, consumer research, market analysis and clinical trials
  • develop predictive models for financial markets and products for financial risk management
  • simulate processes in chemical, mining or agricultural industries by translating them into mathematical models
  • develop computer modelling for industrial design
  • develop and improve mathematical models to describe natural phenomena such as soil erosion, the weather and climate, ocean currents or biological behaviour
  • develop computer programmes for use in mathematical modelling and problem-solving
  • design computer programmes to make and break complex security codes, or investigate and develop schemes for information security
  • carry out network analysis for the study of road systems, airline routes, transport and communication systems
  • use linear programming for urban, regional and transport planning
  • engage in image and signal processing for astronomy, cartography and medical and radar imaging
  • analyse problems for the service, engineering or manufacturing sectors
  • develop communications technology and information theory
  • develop new mathematical structures, ranging across the areas of pure and applied mathematics, statistics, computing, operations research, commerce and industry
  • teach mathematics at school, VET and university level in Australia or overseas.

Specialisations

Mathematical Modeller

A mathematical modeller constructs mathematical models (often via computer
technology) to simulate real phenomena across a wide range of applications,
including meteorology, geography and finance.

Mathematical Analyst

A mathematical analyst analyses data and assesses risks within the finance and
insurance industries, as well as market research, biosecurity and genetics.

Scientific Programmer

A scientific programmer develops algorithms and computer programmes for use in
mathematical modelling, data analysis and problem-solving in fields such as
industrial design, climate science and geoscience.

Applied Mathematician

An applied mathematician formulates and studies mathematical models of
environmental, physical and social systems in order to understand and, where
possible, optimise those systems.

Pure Mathematician

A pure mathematician develops new mathematical structures and new approaches
to solving existing problems, in order to further mathematical knowledge.