Quantum calculus in Geometric function theory
Quantum calculus
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The theory of quantum calculus called q-calculus has motivated the researchers due to its applications in the field of physical sciences, specially in quantum physics. Jackson was the first to give some applications of q-calculus by introducing the q-analogues of derivative and integral.This book gives the detailed information of Application of q calculus and (p,q) calculus in Geometric function theory. First chapter gives basic definition and results of current research in Geometric function theory in second chapter we discuss the connection of q calculus with analytic functions and find some...
The theory of quantum calculus called q-calculus has motivated the researchers due to its applications in the field of physical sciences, specially in quantum physics. Jackson was the first to give some applications of q-calculus by introducing the q-analogues of derivative and integral.This book gives the detailed information of Application of q calculus and (p,q) calculus in Geometric function theory. First chapter gives basic definition and results of current research in Geometric function theory in second chapter we discuss the connection of q calculus with analytic functions and find some important results. In last we discuss the connection of (p,q) calculus with harmonic multivalent functions.
The theory of quantum calculus called q-calculus has motivated the researchers due to its applications in the field of physical sciences, specially in quantum physics. Jackson was the first to give some applications of q-calculus by introducing the q-analogues of derivative and integral.This book gives the detailed information of Application of q calculus and (p,q) calculus in Geometric function theory. First chapter gives basic definition and results of current research in Geometric function theory in second chapter we discuss the connection of q calculus with analytic functions and find some important results. In last we discuss the connection of (p,q) calculus with harmonic multivalent functions.
The theory of quantum calculus called q-calculus has motivated the researchers due to its applications in the field of physical sciences, specially in quantum physics. Jackson was the first to give some applications of q-calculus by introducing the q-analogues of derivative and integral.This book gives the detailed information of Application of q calculus and (p,q) calculus in Geometric function theory. First chapter gives basic definition and results of current research in Geometric function theory in second chapter we discuss the connection of q calculus with analytic functions and find some important results. In last we discuss the connection of (p,q) calculus with harmonic multivalent functions.
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