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  2. Persian art - Wikipedia

    en.wikipedia.org/wiki/Persian_art

    Qajar art refers to the art, architecture, and art-forms of the Qajar dynasty of the late Persian Empire, which lasted from 1781 to 1925. The boom in artistic expression that occurred during the Qajar era was the fortunate side effect of the period of relative peace that accompanied the rule of Agha Muhammad Khan and his descendants.

  3. Arts of Iran - Wikipedia

    en.wikipedia.org/wiki/Arts_of_Iran

    Median man in Persepolis Persian realist Gouache painting of the Qajar dynasty and soldiers in 1850-1851. The arts of Iran are one of the richest art heritages in world history and encompasses many traditional disciplines including architecture, painting, literature, music, weaving, pottery, calligraphy, metalworking and stonemasonry.

  4. Sasanian art - Wikipedia

    en.wikipedia.org/wiki/Sasanian_art

    Sasanian art, or Sassanid art, was produced under the Sasanian Empire which ruled from the 3rd to 7th centuries AD, before the Muslim conquest of Persia was completed around 651. In 224 AD, the last Parthian king was defeated by Ardashir I .

  5. Category:Iranian art - Wikipedia

    en.wikipedia.org/wiki/Category:Iranian_art

    Persian art (10 C, 45 P) + Iranian artists (39 C, 22 P) Iranian art collectors (4 P) Iranian art critics (9 P) Iranian art dealers (4 P) A. Iranian art historians (7 ...

  6. Timurid art - Wikipedia

    en.wikipedia.org/wiki/Timurid_art

    Timurid art is a style of art originating during the rule of the Timurid Empire (1370-1507) and was spread across Iran and Central Asia. Timurid art was noted for its usage of both Persian and Chinese styles, as well as for taking influence from the art of other civilizations in Central Asia . [ 1 ]

  7. Girih - Wikipedia

    en.wikipedia.org/wiki/Girih

    A periodic tiling of the plane is the regular repetition of a "unit cell", in the manner of a wallpaper, without any gaps. Such tilings can be seen as a two-dimensional crystal, and because of the crystallographic restriction theorem , the unit cell is restricted to a rotational symmetry of 2-fold, 3-fold, 4-fold, and 6-fold.

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