By Warhammer Historical
Данная книга поможет воссоздать значимые конфликты средневековой эпохи, включая Столетнюю войну, войну Алой и Белой Розы, бургундские войны и т.д.
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Данная книга поможет воссоздать значимые конфликты средневековой эпохи, включая Столетнюю войну, войну Алой и Белой Розы, бургундские войны и т. д.
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Additional info for Armies of Chivalry (Warhammer Ancient Battles)
Because these functions live in two different infinite-dimensional spaces, the homicidal chauffeur problem lies outside the bounds of traditional game theory; the solution Â < previous page < previous page page_162 page_163 next page > next page > Page 163 is a point in a product of two infinite-dimensional spaces, requiring the tools and methods of functional analysis for its elucidation. 3. Here we see this atmospheric slab illuminated by parallel rays of solar radiation of net flux π entering the atmosphere at an angle whose cosine is u.
In other words, any part of an optimal state trajectory is also an optimal trajectory. 10. 10 TheÂ PrincipleÂ ofÂ Optimality. Let's use the Principle of Optimality to develop an equation for the control that minimizes where and the observed output is 36 37 Note that this formulation of the problem agrees with that given earlier if we set t = 0 and c = x0. So what we are doing here is imbedding the original problem within a family of problems parameterized by the initial time t and the initial state c.
As this radiation enters the atmosphere, it is scattered by interaction with particles in the slab. Our concern is with the source function, J(v, t), which expresses the rate of production of scattered radiation emerging at an angle whose cosine is v at a height t above the ground inside the atmosphere. The function J(v, t) is crucial for all work in radiative transfer because the all-important information about how much solar radiation is reflected out the top of the atmosphere in a direction v, R(v, T), and how much is transmitted to the bottom, τ(v, T), are both special cases of the source function.