(I had problems sending this email and I don't know if earlier arrived
to mail list. I'm going to send again. Sorry if you get it duplicate) Hi All, this is my first email to beginners list. I'm ending my Master Degree in Robotics (in Spain). One of my assignment is about Motion Planning and I thought solve with Haskell. This is my problem: * Every robot has a local state. I can get the position of the robot from the state. The state can be rect coords or polar coords or distance moved on a fixed path or whatever. * I have a global state witch keep the local state of each robot. * Every state has a different system to action over it. So, in distance over fixed path we can "stop" or "go". In polar coords we can increase and decrease the radius and phi. And in rect coords we can move in x and y direction * I have several robots at same time. But every robot has the same state and the same action. So, all robots in the run of my program has same local state and action. So, I split the algorithm in a common part (used in all states and actions) and other for each specific state-action. This is the structure (abstract): class Robot a where ... class State a where getpos a -> [Position] ... class Action a where ... later I have instances for concrete cases. In phase 1, local state is a Int for each robot and action is a Bool (stop or run). data State1 = State1 [Int] instance State State1 where getpos (State1 a) = ... ... data Action1 = Action1 [Bool] instance Action Action1 where ... I have a function "newstate" to calculate the new state from an old state and the action. This is the type signature: newstate:: (State a,Action b) => a -> b -> a and my instantiation in phase 1 is newstate (State1 s) (Action1 u) = State1 $ zipWith (\x y -> if y then succ x else x) s u I want to use polymorphism in newstation because I need use newstate (State2 s) (Action2 u) in the future (phase 2) so I tried include newstate in a typeclass. But if I write: class State a where newstate:: (Action b)=> a -> b -> a ... or class Action a where newstate:: (State b) => b -> a -> b ... (and move newstate definition to correct instance block) I get similar errors in both cases: (this is the first case): Couldn't match expected type `b' against inferred type `Action1' `b' is a rigid type variable bound by the type signature for `newstate' at Tipos.hs:17:24 In the pattern: Action1 u In the definition of `newstate': newstate (State1 s) (Action1 u) = State1 $ zipWith (\ x y -> if y then succ x else x) s u In the instance declaration for `State State1' My questions: * How can I fix this error? * the point is associate every instance of Robot with one instance of State and with one instance of Action. So when I select the Robot I'm goint to use I get "automagically" the correct instances of newstate and others. Is there a pattern to this behaviour? My ideal is associate every function related with a Robot with a general typeclass "Robot" (I don't tested this) : class Robot a where initstate:: (State a) => a newstate:: (State a,Action b) => a-> b-> a And the instance: instance Robot Robot1 where initstate = State1 [0,0,0] newstate (State1 a) (Action1 b) = ... and instance Robot Robot2 where initstate = State2 [(0,0),(1,1),(2,2)] -- i.e. newstate (State2 a) (Action2 b) = ... and so on. But I think It can't work because neither initstate or newstate use Robot1. Any tips? Javier M Mora. |
Am Sonntag 16 August 2009 14:04:10 schrieb Javier M Mora:
> (I had problems sending this email and I don't know if earlier arrived > to mail list. I'm going to send again. Sorry if you get it duplicate) > > > > Hi All, this is my first email to beginners list. I'm ending my Master > Degree in Robotics (in Spain). One of my assignment is about Motion > Planning and I thought solve with Haskell. This is my problem: > > * Every robot has a local state. I can get the position of the robot > from the state. The state can be rect coords or polar coords or distance > moved on a fixed path or whatever. > > * I have a global state witch keep the local state of each robot. > > * Every state has a different system to action over it. So, in distance > over fixed path we can "stop" or "go". In polar coords we can increase > and decrease the radius and phi. And in rect coords we can move in x and > y direction > > * I have several robots at same time. But every robot has the same state > and the same action. So, all robots in the run of my program has same > local state and action. > > So, I split the algorithm in a common part (used in all states and > actions) and other for each specific state-action. > > This is the structure (abstract): > class Robot a where > ... > > class State a where > getpos a -> [Position] > ... > > class Action a where > ... > > later I have instances for concrete cases. In phase 1, local state is a > Int for each robot and action is a Bool (stop or run). > > data State1 = State1 [Int] > instance State State1 where > getpos (State1 a) = ... > ... > > data Action1 = Action1 [Bool] > instance Action Action1 where > ... > > > I have a function "newstate" to calculate the new state from an old > state and the action. This is the type signature: > > newstate:: (State a,Action b) => a -> b -> a > > and my instantiation in phase 1 is > > newstate (State1 s) (Action1 u) = State1 $ > zipWith (\x y -> if y then succ x else x) s u > > I want to use polymorphism in newstation because I need use > newstate (State2 s) (Action2 u) > in the future (phase 2) so I tried include newstate in a typeclass. > > But if I write: > > class State a where > newstate:: (Action b)=> a -> b -> a > ... > > or > > class Action a where > newstate:: (State b) => b -> a -> b > ... > > (and move newstate definition to correct instance block) > > I get similar errors in both cases: (this is the first case): > > Couldn't match expected type `b' against inferred type `Action1' > `b' is a rigid type variable bound by > the type signature for `newstate' at Tipos.hs:17:24 > In the pattern: Action1 u > In the definition of `newstate': > newstate (State1 s) (Action1 u) > = State1 $ zipWith (\ x y -> if y then succ x > else x) s u > In the instance declaration for `State State1' > Yes. The above signatures promise that newstate will work given any pair of arguments whose types belong to classes State and action respectively, so in the definition you can't pattern match on constructors since you have to be polymorphic. You can make it one multi-parameter type class {-# LANGUAGE MultiParamTypeClasses #-} class ActState a s where newstate :: s -> a -> s instance ActState Action1 State1 where newstate (State1 s) (Action1 u) = ... |
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