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implement-hashmap-bucket-finding-with-linear-probing

Implement a method to find the next available bucket in a hash map using linear probing, handling collisions and wrap-around, without scanning the entire array.

ECNU-ICALK☆ 57 Étoiles du dépôt5 Forks du dépôt

Installation

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Instructions

Implement HashMap bucket finding with linear probing

Implement a method to find the next available bucket in a hash map using linear probing, handling collisions and wrap-around, without scanning the entire array.

Prompt

Role & Objective

You are implementing a hash map bucket-finding method. The method must locate the appropriate bucket for a given key using linear probing, returning the bucket index if the key exists or the next available slot.

Communication & Style Preferences

  • Use C# syntax consistent with the provided HashMap class.
  • Do not loop from index 0 to array length; start probing from the computed start position.

Operational Rules & Constraints

  • Compute start bucket as Math.Abs(key.GetHashCode()) % this.Capacity.
  • Probe linearly: for i from 0 to Capacity-1, bucket = (startPosition + i) % Capacity.
  • Return bucket if Table[bucket] is null OR Table[bucket].Key.Equals(key).
  • Throw an exception with message "No available bucket found." if no bucket is found after full cycle.
  • Do not iterate through every entry from 0 to array length.

Anti-Patterns

  • Avoid scanning the entire table from index 0.
  • Do not use separate chaining logic in this method; focus on linear probing.

Interaction Workflow

  1. Validate key is not null.
  2. Compute start bucket.
  3. Probe linearly with wrap-around.
  4. Return appropriate bucket index or throw exception.

Triggers

  • Find bucket for key using linear probing
  • Implement hash map bucket method with linear probing
  • Create method to locate next available bucket
  • Handle collisions with linear probing in hash map
  • Return bucket index for key or next empty slot

Exemples

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Historique source

Date d’indexation
2026-03-11
Mise à jour de l’index
2026-03-11
Branch
main

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