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As you can see, the edit action retrieves the user to be edited based upon params.id. In this case, params.id is the ID of the user to be edited. If the user ID to be edited isn t the same as the currently logged-in user, then the user should be returned to the User List view and view a message that states, You can only edit yourself. You can accomplish this by changing the implementation of the edit action to match Listing 5-30. Don t forget that when a user logs into the application, that user is put into the session. Listing 5-30. The edit Action with User Check

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edges pointing to v and all out-edges starting at v . If the original graph had a Hamilton cycle, the transformed one will have a Hamilton path starting at v and ending at v (we ve basically just snipped the cycle at v, making a path). Conversely, if the new graph has a Hamilton path, it must start at v (because it has no in-edges), and, similarly, it must end at v. By merging these nodes back together, we get a valid Hamilton cycle in the original graph.

0 0 0 0 0 0 0 0

def edit = { if (session.user.id != params.id) { flash.message = "You can only edit yourself" redirect(action:list) return } def user = User.get( params.id ) if(!user) { flash.message = "User not found with id ${params.id}" redirect(action:list) } else { return [ user : user ] } }

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Note The Conversely part of the previous paragraph establish implication in both directions. This is important, so that both yes and no answers are correct when using the reduction. This does not, however, mean that I have reduced in both directions.

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Make sure to include the return statement. Failure to do so will result in the action continuing to process after the browser has been instructed to go to a different action. As you can see, you use flash.message to make the error message available to the List view. You should apply the same logic to the update and delete actions to prevent users from updating or deleting a record other than their own. Let s explore this action a little deeper. params is a mutable map of request parameters. The fact that it is mutable allows you to add or modify request parameters. You can even pass them to other actions. You use the dot dereference operator to access the value for the key id. This works well and is the preferred method for accessing a map when the key is not an invalid identifier in other words, when it doesn t have invalid characters such as dot or /. For special cases, you can use the subscript operator to access params. Listing 5-31 illustrates using the subscript operator. This technique is also useful when the key is not known until runtime (i.e., passed in as a variable).

0 192.168.10.132:50388 192.168.10.132:1521 ESTABLISHED 25610/teln 0 172.168.0.1:50393 0 127.0.0.1:50394 0 172.168.0.1:1521 0 172.168.0.1:1521 0 192.168.10.132:1521 0 172.168.0.1:1521 0 127.0.0.1:1521 172.168.0.1:1521 127.0.0.1:1521 172.168.0.1:50319 172.168.0.1:50320 ESTABLISHED 25613/teln ESTABLISHED 25614/teln ESTABLISHED 25489/tnsl ESTABLISHED 25489/tnsl

Now, perhaps you re starting to see the problem with the longest path problem, which I ve mentioned a couple of times. The thing is, finding the longest path from between two nodes will let you check for the presence of a Hamilton path! You might have to use every pair of nodes as end points in your search, but that s just a quadratic factor the reduction is still polynomial. As we ve seen, whether the graph is directed or not doesn t matter, and adding weights simply generalizes the problem. (See Exercise 11-11 for the acyclic case.) What about the shortest path In the general case, finding the shortest path is exactly equivalent to finding the longest path. You just need to negate all the edge weights. However, when we disallow negative cycles in the shortest path problem, that s like disallowing positive cycles in the longest path problem. In both cases, our reductions break down (Exercise 11-12), and we no longer know whether these problems are NP-hard. (In fact, we strongly believe they re not, because we can solve them in polynomial time.)

def beforeInterceptor = { domainClassName = capitalize(params.controller) domainClass = grailsApplication.getArtefact("Domain", domainClassName) } private invoke(method, parameters) { InvokerHelper.invokeStaticMethod(domainClass.getClazz(), method, parameters) } private format(obj) { def restType = (params.rest == "rest") "XML":"JSON" render obj."encodeAs$restType"() } }

192.168.10.132:50388 ESTABLISHED 25489/tnsl 172.168.0.1:50393 127.0.0.1:50394 ESTABLISHED 25489/tnsl ESTABLISHED 25489/tnsl

vb.net ean 13 reader

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