Obtain Laurent’s series expansion of the function f(z) = 𝟏/((𝒛−𝟏)(𝒛−𝟑))

Obtain Laurent’s series expansion of the

function f(z) = 𝟏/((𝒛−𝟏)(𝒛−𝟑)) valid in the region of 1 less than |z| less than 3

MA3303 | Probability and Complex functions|Unit 4|Complex Integration | Laurent's Series |

3rd Sem Maths: Probability and Complex Functions:

Matrices and Calculus

2nd Sem Maths: Statistics & Numerical Methods

3rd Sem Maths: Random Processes and Linear Algebra(MA3355):

Discrete Mathematics:

3rd Sem Maths: Transforms and Partial Differential Equations(MA3351):

Calculator tricks:

Complex Analysis:

[eseodion]

This is so far the best explanation I've got lately, good work mam

[kirubapackiarani]

Give the laurent's series derivation mam

[HariPreetha-ky]

Mam ma3303 syllabus ku vedio podunga mam