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Reply to "defense industry?"
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[quote=Anonymous][quote=Anonymous][quote=Anonymous][quote=Anonymous]I’m in the industry. [b]Strongly suggest the math should focus on modeling and simulation (via whatever CS courses that requires). Many, many job opportunities with that background. [/b] Would advise history or poli sci as minor. Consider schools in DC - when I was at GW there were many adjuncts with industry day jobs.[/quote] My son is interning this summer with a DC company that does military work and is on a project that does modeling and simulations for a naval project. He's at VT majoring in Computational Modeling and Data Analytics, basically math+cs. His concentration is cryptography and cybersecurity. [/quote] This is all great advice, thank you. I think I'll try to get them to look into the CS classes - they took one their first year and were not interested nor very good at it. Perhaps more statistics classes would satisfy the modeling part? I'm not quite sure what is meant by modeling and simulations, is that programming or knowing how to use the tech?[/quote] Yes definitely learn a programming language (eg Python). Statistics and data analytics are part of it. There is a considerable amount of operations research in the defense industry. Here is a good description of it, and I have many coworkers who do this: [quote]What is Operations Research? Operations Research is an applied science that is concerned with quantitative decision problems that generally involve the allocation and control of limited resources. Such problems arise, for example, in the operations of industrial firms, financial institutions, health care organizations, transportation systems, energy and resources, and government. An operations research analyst develops and uses mathematical and statistical models to help solve decision problems. Like engineers, they are problem formulators and solvers. Their work requires the formation of a mathematical model of a system and the analysis and prediction of the consequences of alternate modes of operating the system. The analysis may involve mathematical optimization techniques, probabilistic and statistical methods, experiments, and computer simulations.[/quote][/quote]
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