Ikki o’zgaruvchili garmonik funksiyalar bir qiymatli analitik funksiyaning haqiqiy yoki mavhum qismidan iborat bo’lib, Laplas tenglamasining yechimi bo’ladi

13.Internet resurslari: WWW.INTUIT.RU;

http://www.mcmee.ru;

http://lib.mexmat.ru;

http://www.exponenta.ru.;

www.lib.homelinex.org/math/;

www.eknigu.com/lib/Mathematics/;

www.eknigu.com/info/M_Mathematics/MC;

14. www.allmath.ru/highermath/

MUNDARIJA

Kirish ……………………………………………………………………….. 3

I-Bob.GARMONIK FUNKSIYA VA UNING XOSSALARI

§1.1. Koshi-Riman sharti. Qo’shma garmonik unksiyalar…………....9

§1.2. Garmonik funksiyaning asosiy xossalari……………………….14

§1.3. Laplas tenglamasining qutb, silindrik va sferik koordinatalardagi ifodasi……………………………………………………………….18

§ 1.4. Laplas tenglamasining fundamental yechimi va Grin

formulalari……...................................................................................25