Arindam Jha - Academia.edu (original) (raw)
Papers by Arindam Jha
ijpam.eu
Let F be a k-valued function defined by the following irreducible equation fkFk+ fk− 1Fk− 1+ fk− ... more Let F be a k-valued function defined by the following irreducible equation fkFk+ fk− 1Fk− 1+ fk− 2Fk− 2+···+ f0= 0, where fk≡ 0 and all fi (i= 0, 1, 2,···, k) are entire functions having no common zeros. If at least one of the fi (i= 0, 1, 2,···, k) is transcendental then F is called a k-...
Abstaract − The fuzzy complex set is a fuzzy set whose values lies in the unit circle |z| ≤ 1 in ... more Abstaract − The fuzzy complex set is a fuzzy set whose values lies in the unit circle |z| ≤ 1 in the complex plane. The Nevanlinna characteristic function playes an important role in the theory of entire and meromorphic function. In this paper we introduce the notion of fuzzy to the Nevanlinna theory and investigate some important properties of Nevanlinna characteristic function of fuzzy complex variables.
In the paper we study the comparative growth properties of composite meromorphic functions using ... more In the paper we study the comparative growth properties of composite meromorphic functions using L ∗ − order and L ∗ − type where L = L(r) is a slowly changing function. Mathematics Subject Classification: 30D35, 30D30
The aim of this paper paper is to study the comparative growth properties of the composition of e... more The aim of this paper paper is to study the comparative growth properties of the composition of entire and meromorphic functions and wronskians generated by them improving some earlier results.
In this paper we introduce the definition of the type of a meromorphic function of order zero and... more In this paper we introduce the definition of the type of a meromorphic function of order zero and discuss some growth properties of it.
Let f be an entire function having ρ L (p, q) as its L − (p, q) th exponent of convergence of zer... more Let f be an entire function having ρ L (p, q) as its L − (p, q) th exponent of convergence of zeros where L = L(r) is a slowly changing function as r →∞ and p, q are any two positive integers with p>q . If 0 ≤ β0 <ρ L (p, q), in the paper we show that there exists an infinite number of entire functions each having β0 as its L − (p, q) th exponent of convergence of zeros.
Let F be a k-valued function defined by the following irreducible equation fkFk+ fk− 1Fk− 1+ fk− ... more Let F be a k-valued function defined by the following irreducible equation fkFk+ fk− 1Fk− 1+ fk− 2Fk− 2+···+ f0= 0, where fk≡ 0 and all fi (i= 0, 1, 2,···, k) are entire functions having no common zeros. If at least one of the fi (i= 0, 1, 2,···, k) is transcendental then F is called a k-...
In this paper we introduce the definition of weak type of meromorphic functions and establish its... more In this paper we introduce the definition of weak type of meromorphic functions and establish its integral representation. We also investigate some growth properties related to the weak type of meromorphic functions. Mathematics Subject Classification: 30D35, 30D30
ijpam.eu
Let F be a k-valued function defined by the following irreducible equation fkFk+ fk− 1Fk− 1+ fk− ... more Let F be a k-valued function defined by the following irreducible equation fkFk+ fk− 1Fk− 1+ fk− 2Fk− 2+···+ f0= 0, where fk≡ 0 and all fi (i= 0, 1, 2,···, k) are entire functions having no common zeros. If at least one of the fi (i= 0, 1, 2,···, k) is transcendental then F is called a k-...
Abstaract − The fuzzy complex set is a fuzzy set whose values lies in the unit circle |z| ≤ 1 in ... more Abstaract − The fuzzy complex set is a fuzzy set whose values lies in the unit circle |z| ≤ 1 in the complex plane. The Nevanlinna characteristic function playes an important role in the theory of entire and meromorphic function. In this paper we introduce the notion of fuzzy to the Nevanlinna theory and investigate some important properties of Nevanlinna characteristic function of fuzzy complex variables.
In the paper we study the comparative growth properties of composite meromorphic functions using ... more In the paper we study the comparative growth properties of composite meromorphic functions using L ∗ − order and L ∗ − type where L = L(r) is a slowly changing function. Mathematics Subject Classification: 30D35, 30D30
The aim of this paper paper is to study the comparative growth properties of the composition of e... more The aim of this paper paper is to study the comparative growth properties of the composition of entire and meromorphic functions and wronskians generated by them improving some earlier results.
In this paper we introduce the definition of the type of a meromorphic function of order zero and... more In this paper we introduce the definition of the type of a meromorphic function of order zero and discuss some growth properties of it.
Let f be an entire function having ρ L (p, q) as its L − (p, q) th exponent of convergence of zer... more Let f be an entire function having ρ L (p, q) as its L − (p, q) th exponent of convergence of zeros where L = L(r) is a slowly changing function as r →∞ and p, q are any two positive integers with p>q . If 0 ≤ β0 <ρ L (p, q), in the paper we show that there exists an infinite number of entire functions each having β0 as its L − (p, q) th exponent of convergence of zeros.
Let F be a k-valued function defined by the following irreducible equation fkFk+ fk− 1Fk− 1+ fk− ... more Let F be a k-valued function defined by the following irreducible equation fkFk+ fk− 1Fk− 1+ fk− 2Fk− 2+···+ f0= 0, where fk≡ 0 and all fi (i= 0, 1, 2,···, k) are entire functions having no common zeros. If at least one of the fi (i= 0, 1, 2,···, k) is transcendental then F is called a k-...
In this paper we introduce the definition of weak type of meromorphic functions and establish its... more In this paper we introduce the definition of weak type of meromorphic functions and establish its integral representation. We also investigate some growth properties related to the weak type of meromorphic functions. Mathematics Subject Classification: 30D35, 30D30