User talk:Conor Keith

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• Russia recently unveiled images of its new intercontinental ballistic missile nicknamed "Satan 2." It's range exceeds 11,000km and it is claimed that it capable of wiping out a landmass the size of Texas. Russia claims this new missile has been designed to outmaneuver current anti-missile defense systems. My question is two-fold: 1) What are the characteristics of a missile like the "Satan 2" that would allow it to outmaneuver missile defense systems? (Is it undetectable? Too fast?...) and 2) What branch of mathematics is most commonly used by mathematicians when developing new missile defense technologies? Conor Keith 21:53, 16 January 2017 (EST)

Conor:

From my limited experience in missile defense work, I'd say making missiles smaller is the number one best protection: makes them harder to hit. Shrinking electronics and more efficient chemistry allow that to happen. A more subtle defense against directed energy (laser, e.g.) is to spin the missile so the laser cannot maintain a fixed aimpoint to kill the missile.

Missile defense depends on a number of mathematical technologies. Time series analysis is very important, as dynamic tracking and prediction of trajectories is required to target and defeat a missile. Decision theory and optimization come into play when we have to sort out best approaches to defense.

Ben G. Fitzpatrick 13:03, 17 January 2017 (EST)

Please see my response to your question on my user talk page. — Kam D. Dahlquist 17:40, 24 January 2017 (EST)

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