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Type-safe quantum programming with Haskell, linear types for no-cloning enforcement, and advanced circuit simulation for next-generation computing.
Advanced blockchain systems with Substrate parachains, DeFi protocols, and mathematical consciousness research through AGDEF theory.
Exploring modified gravity theories, MOND dynamics, hermetic philosophy, and the intersection of cutting-edge physics with ancient wisdom traditions.
Current research initiatives pushing the boundaries of quantum computing, consciousness studies, and interdisciplinary science
Revolutionary type-safe quantum programming library leveraging Haskell's linear types to enforce quantum mechanics principles at compile time.
Comprehensive research blog exploring consciousness dynamics, AI awareness, and mathematical models of mind through AGDEF theory.
A revolutionary type-safe quantum programming library that leverages Haskell's linear types to enforce quantum mechanics principles at compile time, making invalid quantum programs impossible to construct.
Enforces quantum no-cloning theorem at compile time
Built-in quantum state simulation with up to 5 qubits
Monadic circuit building for clean, declarative quantum algorithms
-- Bell state circuit with HaskQ
bellState :: Circ (Qubit, Qubit)
bellState = do
q1 <- createQubit Zero
q2 <- createQubit Zero
q1' <- hadamard q1
(q1'', q2') <- cnot q1' q2
pure (q1'', q2')
-- Quantum Fourier Transform
qft :: [Qubit] -> Circ [Qubit]
qft [] = pure []
qft (q:qs) = do
qs' <- qft qs
q' <- foldM controlledRotation q
(zip qs' [2..])
q'' <- hadamard q'
pure (q'' : qs')
where
controlledRotation c (t, k) = do
controlled c (rz (pi / fromIntegral k)) t
-- Grover's search algorithm
grover :: Oracle -> Int -> [Qubit] -> Circ [Qubit]
grover oracle steps qubits = do
qubits' <- mapM hadamard qubits
iterate steps (groverIteration oracle) qubits'
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