Tytuł pozycji:

2120297919943148946411837205892771504128704971219136 is greater than the total number of reachable positions in chess in which pawns are always in rows 2-7 and a non-fixed initial position has at most 32 pieces and is almost arbitrary

Szczegóły
Opis

Tytuł:: 2120297919943148946411837205892771504128704971219136 is greater than the total number of reachable positions in chess in which pawns are always in rows 2-7 and a non-fixed initial position has at most 32 pieces and is almost arbitrary
Autorzy:: Tyszka, Apoloniusz
Data publikacji:: 2023-01-11
Słowa kluczowe:: upper bound for the number of reachable positions in chess
chess in which pawns are always in rows 2-7 and a non-fixed initial position has at most 32 pieces and is almost arbitrary
Język:: angielski
Linki:: https://open.icm.edu.pl/handle/123456789/22161 Link otwiera się w nowym oknie
Dostawca treści:: Repozytorium Centrum Otwartej Nauki
: Książka

Przejdź do źródła

A short MuPAD program shows that 2120297919943148946411837205892771504128704971219136 is greater than the total number of reachable positions in chess in which pawns are always in rows 2-7 and a non-fixed initial position has at most 32 pieces and is almost arbitrary i.e. both kings are always on the chessboard and not adjacent, White begins the game, and if black king is in check then White cannot have a move.

Informacja

2120297919943148946411837205892771504128704971219136 is greater than the total number of reachable positions in chess in which pawns are always in rows 2-7 and a non-fixed initial position has at most 32 pieces and is almost arbitrary