Api Reference

• Collectios of fastcp
  • Collections of arrays
    • Unique
    • Subarr
    • Subseq
    • Freq
    • Length
  • Collections of strings
    • VowelCount
    • Freq
    • Substr
    • Subseq
  • Collections of bitMan
    • Binary
    • Hexa
    • Octal
    • Toggle
    • CountSetBits
    • BinToDecimal
    • OctToDecimal
    • HexToDecimal
  • Collections of math
    • Product
    • Sieve
    • IsPrime
    • Along with all functions in python 3.11.0 math library
  • Collections of search
    • Find
    • LowerBound
    • UpperBound
  • Collections of sorting
    • Sort
    • SortDict
    • SortDictValues
  • Collections of collections
    • MultMap
    • Along with all functions in python 3.11.0 collections library
  • Collections of dataStructures
    • minHeap
    • maxHeap
    • PriorityQueue
    • SimpleQueue
    • Stack
    • queue
    • Along with all functions in python 3.11.0Queues library
  • Collections of trees
    • Create
    • Inorder
    • Preorder
    • Postorder
    • Levelorder
    • Search
    • NodeSum

Api Reference

• Collectios of fastcp
  • Collections of arrays
    • Unique
    • Subarr
    • Subseq
    • Freq
    • Length
  • Collections of strings
    • VowelCount
    • Freq
    • Substr
    • Subseq
  • Collections of bitMan
    • Binary
    • Hexa
    • Octal
    • Toggle
    • CountSetBits
    • BinToDecimal
    • OctToDecimal
    • HexToDecimal
  • Collections of math
    • Product
    • Sieve
    • IsPrime
    • Along with all functions in python 3.11.0 math library
  • Collections of search
    • Find
    • LowerBound
    • UpperBound
  • Collections of sorting
    • Sort
    • SortDict
    • SortDictValues
  • Collections of collections
    • MultMap
    • Along with all functions in python 3.11.0 collections library
  • Collections of dataStructures
    • minHeap
    • maxHeap
    • PriorityQueue
    • SimpleQueue
    • Stack
    • queue
    • Along with all functions in python 3.11.0Queues library
  • Collections of trees
    • Create
    • Inorder
    • Preorder
    • Postorder
    • Levelorder
    • Search
    • NodeSum