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url url url url
  1. Weltenzyklopädie
  2. هندسه وقوع - ویکی‌پدیا، دانشنامهٔ آزاد
هندسه وقوع - ویکی‌پدیا، دانشنامهٔ آزاد
از ویکی‌پدیا، دانشنامهٔ آزاد
هندسه وقوع

یک جزءبسیار مقدماتی از هندسه، هندسه وقوع می‌باشد. فرض می‌کنیم تنها اصطلاحات تعریف نشده، نقطه و خط؛ و تنها نسبت تعریف نشده وقوع بین یک نقطه و یک خط باشد که این گونه نوشته می‌شود: "نقطه p بر L واقع است." این اصطلاحات تعریف نشده از سه بنداشت تبعیت می‌کنند.

بنداشت‌های وقوع

[ویرایش]

بنداشت اول وقوع: به ازای هر نقطهٔ P و هر نقطه Q که با P مساوی نیست، فقط یک خط مانند L وجود دارد که از P و Q می‌گذرد.

بنداشت دوم وقوع: به ازای هر خط L لا اقل دو نقطهٔ متمایز واقع بر L وجود دارند.

بنداشت سوم وقوع: سه نقطه متمایز وجود دارند، چنانچه هیچ خطی بر هر سهٔ آنها نمی‌گذرد. (یا به عبارتی: سه نقطهٔ غیر واقع بر یک خط وجود دارند.)

منابع

[ویرایش]
  • گرینبرگ، ماروین جی (۱۳۶۳)، هندسه‌های اقلیدسی و نااقلیدسی، ترجمهٔ م. ه. شفیعیها (ویراست ویراستهٔ احمد بیرشک، حمید کاظمی، همایون معین)، تهران: مرکز نشر دانشگاهی
  • Greenberg, Marvin Jay Euclidean and Non-Euclidean Geometries: Development and History, 4th ed. , New York: W. H. Freeman, 2007. ISBN 0-7167-9948-0
  • ن
  • ب
  • و
ساختارهای وقوع
نمایش
  • ماتریس وقوع
  • Incidence graph
حوزه‌ها
  • طرح ترکیبیاتی
    • Block design
    • Steiner system
  • هندسه وقوع
    • Incidence
    • Projective plane
  • نظریه گراف
    • ابرگراف
  • آمار
    • بلوک‌بندی
پیکره‌بندی‌ها
  • Complete quadrangle
  • Fano plane
  • Möbius–Kantor configuration
  • Pappus configuration
  • Hesse configuration
  • Desargues configuration
  • Reye configuration
  • Schläfli double six
  • Cremona–Richmond configuration
  • Kummer configuration
  • Grünbaum–Rigby configuration
  • Klein configuration
  • Dual
قضایا
  • Sylvester–Gallai theorem
  • De Bruijn–Erdős theorem
  • Szemerédi–Trotter theorem
  • Beck's theorem
  • Bruck–Ryser–Chowla theorem
کاربردها
  • طرح آزمایش
  • Kirkman's schoolgirl problem
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