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multiplicative contraction

Fixed Point Results on Generalized Multiplicative Contraction Mappings in
Extended b Multiplicative Metric Spaces

Fixed Point Results on Generalized Multiplicative Contraction Mappings in Extended b Multiplicative Metric Spaces

... In this study, we introduce a new notion of an extended b-multiplicative metric space as a generalization of b-multiplicative metric space and prove some fixed point and common fixed point theorems on ...

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Fixed Point theorems for multiplicative Contraction mappings on Multiplicative Cone - b metric spaces

Fixed Point theorems for multiplicative Contraction mappings on Multiplicative Cone - b metric spaces

... In this paper, we proved some fixed point theorems using some contractive conditions in Multiplicative Cone - b metric spaces. The study of fixed point of mappings satisfying certain contraction conditions ...

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Characterization of Multiplicative Metric Completeness

Characterization of Multiplicative Metric Completeness

... called multiplicative calculus also termed as exponential ...of multiplicative calculus in biomedical image ...of multiplicative calculus over the Newtonian ...that multiplicative calculus is ...

5

Rational Contractive Condition in Multiplicative Metric Space and Common Fixed Point Theorem

Rational Contractive Condition in Multiplicative Metric Space and Common Fixed Point Theorem

... of multiplicative metric spaces, and studied the concept of multiplicative calculus and proved the elementary theorem of multiplicative ...of multiplicative calculus in biomedical image ...of ...

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Common fixed point results for four maps satisfying ϕ-contractive condition in multiplicative metric spaces

Common fixed point results for four maps satisfying ϕ-contractive condition in multiplicative metric spaces

... Banach contraction principle in ...Banach contraction principle in various spaces such as quasi-metric spaces, fuzzy metric spaces, -metric spaces, cone metric spaces, partial metric spaces and generalized ...

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Vol 8, No 2 (2017)

Vol 8, No 2 (2017)

... a multiplicative distance by using the concept of multiplicative absolute ...of multiplicative distance, ...investigate multiplicative metric space and introduced the concept of a ...

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An improvement of known unique common fixed point theorems for four mappings on multiplicative metric spaces

An improvement of known unique common fixed point theorems for four mappings on multiplicative metric spaces

... of multiplicative contraction mappings on multiplicative metric spaces and obtained several existence theorems of fixed points; in 2013, He et al [6] proved some existence theorems of common fixed ...

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RATIONAL INEQUALITIES AND COMMON FIXED POINT THEOREMS GOVERNED BY INTIMATE MAPPINGS IN MULTIPLICATIVE METRIC SPACES

RATIONAL INEQUALITIES AND COMMON FIXED POINT THEOREMS GOVERNED BY INTIMATE MAPPINGS IN MULTIPLICATIVE METRIC SPACES

... investigated multiplicative metric spaces by defining its topological properties also the concept of multiplicative contraction and some fixed point results had proved by the said ...

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Vol 9, No 3 (2018)

Vol 9, No 3 (2018)

... the multiplicative connectivity indices are applied to measure the chemical and biological characteristics of chemical ...the multiplicative product connectivity Revan index, multiplicative sum ...

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ON COMPLEX MULTIPLICATIVE DIFFERENTIATION

ON COMPLEX MULTIPLICATIVE DIFFERENTIATION

... One major remark about the notation is that the multiplicative versions of the concepts of Newtonian calculus will be called as *concepts, for example, a *derivative means a multiplicative derivative. We ...

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On duals of multiplicative designs

On duals of multiplicative designs

... It is conjectured that if a multiplicative design has a multi- plicative dual, and if neither design belongs to a specific class of designs, then both are uniform [r] ...

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Some characterizations of totients

Some characterizations of totients

... An arithmetical function is said to be a totient if it is the Dirichlet convolution between a completely multiplicative function and the inverse of a completely multiplicative function..[r] ...

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Minimization of multiplicative graphs

Minimization of multiplicative graphs

... (G) and E(G) denotes the vertex set and edge set is called the order of G denoted by p. The cardinality of the edge set is called the A graph labeling is an assignment of integers to the vertices or edges. A and it is ...

8

Multiplicative KV and Multiplicative Hyper -KV Indices of Certain Dendrimers

Multiplicative KV and Multiplicative Hyper -KV Indices of Certain Dendrimers

... V.R.Kulli, Computation of reduced Zagreb and multiplicative reduced Zagreb indices of titania nanotubes, International Journal of Fuzzy Mathematical Archive, 16(1) (2018) 33-3[r] ...

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-MULTIPLICATIVE GRAPHS

-MULTIPLICATIVE GRAPHS

... Aryabhatta Journal of Mathematics and Informatics (Impact Factor- 5.856) integers.. Which is not possible.[r] ...

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Multiplicative Kulli-Basava Indices

Multiplicative Kulli-Basava Indices

... the multiplicative total Kulli-Basava index, multiplicative modified first Kulli-Basava index, multiplicative F- Kulli-Basava index, multiplicative zeroth order index, multiplicative ...

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Some new multiplicative status indices of graphs

Some new multiplicative status indices of graphs

... the multiplicative first and second status indices, multiplicative first and second hyper status indices, multiplicative sum connectivity status index, multiplicative Product connectivity ...

6

Completely multiplicative functions arising from simple operations

Completely multiplicative functions arising from simple operations

... 4. Logarithms. Since any two of the three known logarithms are the same except at n = 1, then we may use any of them whichever appropriate. We start by observing a triv- ial fact that if f is multiplicative, then ...

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Regular Multiplicative Hyperrings

Regular Multiplicative Hyperrings

... a multiplicative hyperring (for more details see [ 26–29 ] ) which was subsequently investigated by Olson and Ward [ 22 ] and many ...a multiplicative hy- perring, and in [ 10 ] , Dasgupta extended the ...

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Almost orthogonal outcomes under probabilistic voting: A cautionary example

Almost orthogonal outcomes under probabilistic voting: A cautionary example

... or multiplicative disturbances correspond to different social welfare functions (Banks and Duggan, 2005); in models of redistribution, the different objectives tilt op- tima either toward or away from the ...

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