va uchlar tutashtirilgan deyiladi. Agar grafning ikkita uchini tutashtiruvchi qirra yoki yoy bor bo‘lsa, u holda ular qo‘shni uchlar deb, aks holda esa, qo‘shni bo‘lmagan uchlar deb aytiladi.
Grafning ikkita uchi qo‘shni bo‘lsa, ular shu uchlarni tutashtiruvchi qirraga (yoyga) insident, o‘z navbatida, qirra yoki yoy bu uchlarga insident deyiladi.
Grafda ikkita qirra (yoy) umumiy chetga ega bo‘lsa, ular qo‘shni qirralar (yoylar) deyiladi.
Shuni ta’kidlash kerakki, qo‘shnilik tushunchasi grafning bir jinsli, insidentlik tushunchasi esa uning turli jinsli elementlari orasidagi munosabatni ifodalaydi.
Ba’zan graf undagi elementlar soniga qarab, ya’ni uchlar soni va qirralar (yoylar) soni ga qarab belgilanadi va bu holda grafni ![](data:image/png;base64,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)
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