To implement Grover's search algorithm in a quantum-like manner in Haskell, you can use the Quipper library. Quipper is a quantum programming language embedded in Haskell. Here's a simplified example of how you can start with Grover's algorithm using Quipper:

```haskell
{-# LANGUAGE QuasiQuotes #-}

import Quipper

-- Define the oracle function
oracle :: Qubit -> Circ ()
oracle q = do
    -- Implement your oracle logic here

-- Define the Grover search algorithm
groverSearch :: Int -> Circ ()
groverSearch n = do
    -- Initialize superposition
    qubits <- qinit (replicate n False)
    
    -- Apply Hadamard gates
    hadamard_all qubits
    
    -- Apply Grover iterations
    replicateM_ 2 $ do
        oracle (head qubits)
        hadamard_all qubits
        with_complement $ oracle (head qubits)
        hadamard_all qubits
    
    -- Measure qubits
    ms <- measure qubits
    qterm True qubits

-- Main function to run the algorithm
main :: IO ()
main = print_simple Preview groverSearch 3
```

This is a basic outline using Quipper for Grover's search algorithm. You would need to define the actual logic for the oracle and adjust the implementation based on your specific requirements. Let me know if you need further assistance or explanations on any part of the code!