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The King's Movement

Rules of Movement

The King can move only one square at a time, vertically, horizontally, or diagonally. While this is obvious on a physical board, in blindfold chess, calculating the legal moves by using the origin and destination squares can provide certainty.

A King can move from a square (file1,rank1)(file_1, rank_1)(file1​,rank1​) to another square (file2,rank2)(file_2, rank_2)(file2​,rank2​) only if the following condition is met:

max⁡(∣file1−file2∣,∣rank1−rank2∣)=1\max(|file_1 - file_2|, |rank_1 - rank_2|) = 1max(∣file1​−file2​∣,∣rank1​−rank2​∣)=1

This means that if the maximum of the absolute differences in file and rank is 1, it is a legal move. The following expressions represent all 8 possible moves for the King:

  • Horizontal Movement: (1,0)(1, 0)(1,0)
  • Vertical Movement: (0,1)(0, 1)(0,1)
  • Diagonal Movement: (1,1)(1, 1)(1,1)

Since mathematical explanations alone can be difficult to understand, let's look at some practical examples.

Examples

e4 → e5 (Vertical)

  1. Start Position: e4 = (5,4)(5, 4)(5,4)
  2. Target Position: e5 = (5,5)(5, 5)(5,5)
  3. Calculation:
    • File difference: ∣5−5∣=0|5 - 5| = 0∣5−5∣=0
    • Rank difference: ∣4−5∣=1|4 - 5| = 1∣4−5∣=1
    • Maximum value: max⁡(0,1)=1\max(0, 1) = 1max(0,1)=1
    • Result: ✅ Legal Move

d3 → e4 (Diagonal)

  1. Start Position: d3 = (4,3)(4, 3)(4,3)
  2. Target Position: e4 = (5,4)(5, 4)(5,4)
  3. Calculation:
    • File difference: ∣4−5∣=1|4 - 5| = 1∣4−5∣=1
    • Rank difference: ∣3−4∣=1|3 - 4| = 1∣3−4∣=1
    • Maximum value: max⁡(1,1)=1\max(1, 1) = 1max(1,1)=1
    • Result: ✅ Legal Move

c2 → e4 (Invalid)

  1. Start Position: c2 = (3,2)(3, 2)(3,2)
  2. Target Position: e4 = (5,4)(5, 4)(5,4)
  3. Calculation:
    • File difference: ∣3−5∣=2|3 - 5| = 2∣3−5∣=2
    • Rank difference: ∣2−4∣=2|2 - 4| = 2∣2−4∣=2
    • Maximum value: max⁡(2,2)=2\max(2, 2) = 2max(2,2)=2
    • Result: ❌ Illegal Move

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