Merge branch 'master' of whale.am28.uni-tuebingen.de:scientificComputing
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@@ -41,7 +41,7 @@ in food gain the animal switches back to a random walk.
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\begin{questions}
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\question{} The accompanying dataset (random\_world.mat) contains a
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single variable stored. This is the world (10000\,m$^2$ area with
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single variable. This is the world (10000\,m$^2$ area with
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10\,cm spatial resolution) in which there are randomly distributed
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food sources (Gaussian blotches of food).
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@@ -58,10 +58,12 @@ in food gain the animal switches back to a random walk.
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with MATLAB)\\[0.5ex]
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\part{} Same as above, but create a model animal that has some memory,
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i.e. the direction is kept constant as long as there is a positive
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gradient in the food gain. Otherwise a random walk is performed\\[0.5ex]
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gradient in the food gain. Otherwise, a random walk is performed.\\[0.5ex]
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\part{} Plot a typical example walk also for this agent.\\[0.5ex]
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\part{} Compare the performance of the two agents. Create appropriate
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plots and apply statistical methods.
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\part{} Compare the performance of the two agents. Create
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appropriate plots and apply statistical methods. You will need to
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run the simulations several times to get a good estimate of the
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neumbers.
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\end{parts}
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\end{questions}
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