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Idris Questions and Answers for Viva

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Interview Question and Answer of Idris


Question-1. What is Idris?

Answer-1: Idris is a functional programming language with dependent types, similar to Agda and Haskell.



Question-2. What are dependent types in Idris?

Answer-2: Dependent types allow types to be defined based on values, enabling strong compile-time verification.



Question-3. What is the file extension for Idris source files?

Answer-3: .idr



Question-4. How do you define a function in Idris?

Answer-4: f : Type; f = expression, e.g., add : Int -> Int -> Int; add x y = x + y.



Question-5. What is totality checking in Idris?

Answer-5: It ensures functions are well-defined and terminate for all inputs.



Question-6. What is an inductive data type in Idris?

Answer-6: A type defined by constructors, e.g., `data Nat = Z



Question-7. What is the purpose of data in Idris?

Answer-7: It defines algebraic data types, e.g., `data Bool = True



Question-8. How do you pattern match in Idris?

Answer-8: Using case expressions, e.g., not : Bool -> Bool; not True = False; not False = True.



Question-9. What is Set in Idris?

Answer-9: Set represents the universe of types, similar to Agda's Set.



Question-10. How do you define a dependent pair in Idris?

Answer-10: Using (x : A ** B x), which is similar to Sigma types.



Question-11. How does Idris ensure correctness of programs?

Answer-11: By using dependent types to encode constraints in types.



Question-12. How do you define a record in Idris?

Answer-12: Using record Name where field fieldName : Type.



Question-13. What is interface in Idris?

Answer-13: It defines type classes, e.g., interface Eq a where (==) : a -> a -> Bool.



Question-14. What are implicit arguments in Idris?

Answer-14: Arguments enclosed in curly braces {} that are inferred automatically.



Question-15. What is a theorem in Idris?

Answer-15: A function that proves a property using dependent types.



Question-16. How do you define an indexed data type in Idris?

Answer-16: Using type parameters, e.g., `data Vec : Type -> Nat -> Type where Nil : Vec a Z



Question-17. What is an equality type in Idris?

Answer-17: x === y represents equality proofs.



Question-18. How do you prove equality in Idris?

Answer-18: Using Refl : x === x.



Question-19. What is auto in Idris?

Answer-19: A keyword that allows automatic solving of constraints.



Question-20. How do you handle interactive proofs in Idris?

Answer-20: Using the Idris REPL and interactive proof tactics.



Question-21. What is believe_me in Idris?

Answer-21: It is an unsafe escape hatch for type-checking, bypassing type safety.



Question-22. How does Idris handle side effects?

Answer-22: Using monads, such as IO for input/output operations.



Question-23. What is a pi type in Idris?

Answer-23: A dependent function type, written as (x : A) -> B x.



Question-24. How do you define an infinite data structure in Idris?

Answer-24: Using coinductive types or laziness with Stream.



Question-25. What is do notation in Idris?

Answer-25: A syntax for sequencing monadic computations, similar to Haskell.



Question-26. How do you define a polymorphic function in Idris?

Answer-26: Using type variables, e.g., id : a -> a; id x = x.



Question-27. What is a where clause in Idris?

Answer-27: It defines local helper functions, e.g., f x = y where y = x + 1.



Question-28. How do you define a higher-order function in Idris?

Answer-28: By passing functions as arguments, e.g., map : (a -> b) -> List a -> List b.



Question-29. What is Total in Idris?

Answer-29: It enforces that functions terminate and cover all cases.



Question-30. What is partial in Idris?

Answer-30: It allows defining non-total functions without termination proof.



Question-31. How do you work with lists in Idris?

Answer-31: Using `data List a = Nil



Question-32. What is Dec in Idris?

Answer-32: A type for decidable propositions, allowing proof checking.



Question-33. How do you define a monad in Idris?

Answer-33: Using interface Monad m where (>>=) : m a -> (a -> m b) -> m b.



Question-34. What is cong in Idris?

Answer-34: A function that applies equality proofs to functions.



Question-35. What is rewrite in Idris?

Answer-35: It is used in proofs to substitute equal terms.



Question-36. What is induction in Idris?

Answer-36: A proof technique using recursive pattern matching on data types.



Question-37. How do you enable dependent type checking in Idris?

Answer-37: It is enabled by default as part of the language.



Question-38. What is void in Idris?

Answer-38: A type that has no values, used to indicate impossible cases.



Question-39. How do you define a functor in Idris?

Answer-39: Using interface Functor f where map : (a -> b) -> f a -> f b.



Question-40. Can Idris compile to executable programs?

Answer-40: Yes, Idris can compile to C, JavaScript, and other backends.



Question-41. What is intros in Idris proof mode?

Answer-41: It introduces variables into a proof context.



Question-42. How do you define a custom operator in Idris?

Answer-42: Using (operator) : Type; (operator) x y = expression.



Question-43. What is hole in Idris?

Answer-43: A placeholder (?name) used to generate type suggestions in the REPL.



Question-44. How do you optimize Idris programs?

Answer-44: Using total functions, avoiding excessive dependent types, and enabling optimizations.



Question-45. What are homotopy types in Idris?

Answer-45: Higher-dimensional types used in homotopy type theory (HoTT).



Question-46. How do you prove a property about lists in Idris?

Answer-46: Using induction on list structure.



Question-47. What is a Nat in Idris?

Answer-47: A type representing natural numbers, defined as `data Nat = Z



Question-48. How do you install Idris?

Answer-48: Using apt-get install idris (Linux) or brew install idris (Mac).



Question-49. How do you run an Idris program?

Answer-49: Using idris filename.idr -o output && ./output.



Question-50. Where can you learn more about Idris?

Answer-50: The official site: https://www.idris-lang.org.




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