A cikin wannan ɗaba'ar, za mu yi la'akari da menene ma'auni na hadadden lamba, kuma mu ba da mahimman kaddarorinsa.
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Ƙayyade ma'auni na hadadden lamba
A ce muna da hadadden lamba z, wanda yayi daidai da maganar:
z = x + y ⋅ i
- x и y lambobi ne na gaske;
- i - naúrar hasashe (i2 = -1);
- x shine ainihin sashi;
- yi ⋅ i shine bangaren tunanin.
Module na hadadden lamba z daidai da tushen lissafin murabba'in jimillar murabba'ai na ainihin da tunanin sassa na wannan lambar.
Halayen ma'auni na hadadden lamba
- Modules koyaushe yana girma ko daidai da sifili.
- Yankin ma'anar tsarin shine gaba ɗaya hadadden jirgin sama.
- Saboda sharuɗɗan Cauchy-Riemann ba su cika ba (dangantakar da ke haɗa ainihin sassan da ke tattare da tunanin), ba a bambanta tsarin ba a kowane lokaci (a matsayin aiki tare da maɗaukaki mai rikitarwa).