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Introduction

Part of a Staunton chess set
Left to right: white king, black rook, black queen, white pawn, black knight, white bishop

Chess is a board game for two players. It is sometimes called international chess or Western chess to distinguish it from related games such as xiangqi (Chinese chess) and shogi (Japanese chess).

Chess is an abstract strategy game that involves no hidden information and no elements of chance. It is played on a chessboard with 64 squares arranged in an 8×8 grid. The players, referred to as "White" and "Black", each control sixteen pieces: one king, one queen, two rooks, two bishops, two knights, and eight pawns. White moves first, followed by Black. The game is typically won by checkmating the opponent's king, i.e. threatening it with inescapable capture. There are several ways a game can end in a draw.

The recorded history of chess goes back at least to the emergence of a similar game, chaturanga, in seventh-century India. After its introduction in Persia, it spread to the Arab world and then to Europe. The rules of chess as they are known today emerged in Europe at the end of the 15th century, with standardization and universal acceptance by the end of the 19th century. Today, chess is one of the world's most popular games and is played by millions of people worldwide. (Full article...)

Nadanian in 2007

Ashot Nadanian (sometimes transliterated as Nadanyan; Armenian: Աշոտ Նադանեան; born 19 September 1972) is an Armenian chess International Master (1997), chess theoretician and chess coach.

His highest achievements have been in opening theory and coaching. Two opening variations are named after him: the Nadanian Variation in the Grünfeld Defence and the Nadanian Attack in the Queen's Pawn Opening. He began coaching at the age of 22 and has brought up three grandmasters. He has coached the national teams of Kuwait and Singapore and was awarded the titles Honoured Coach of Armenia in 1998 and FIDE Senior Trainer in 2017. Since 2011, he has been a permanent second of Levon Aronian. (Full article...)

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