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IJCRT Peer-Reviewed (Refereed) Journal as Per New UGC Rules.
ISSN Approved Journal No: 2320-2882 | Impact factor: 7.97 | ESTD Year: 2013
Call For Paper - Volume 14 | Issue 8 | Month- August 2026
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Volume 6 | Issue 1 |
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Paper Title: ON SUPRA G*B? - CONTINUOUS MAPS IN SUPRA TOPOLOGICAL SPACES
Author Name(s): Dr. P. Priyadharsini, Dr. A. Parvathi
Published Paper ID: - IJCRT1801631
Register Paper ID - 184026
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801631 and DOI :
Author Country : Indian Author, 637205, India , Namakkal District, India , | Research Area: Mathematics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801631 Published Paper PDF: download.php?file=IJCRT1801631 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801631.pdf
Your Paper Publication Details:
Title: ON SUPRA G*B? - CONTINUOUS MAPS IN SUPRA TOPOLOGICAL SPACES
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Mathematics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 716-718
Year: March 2018
Downloads: 1329
E-ISSN Number: 2320-2882
Abstract
In this paper, we introduce the concepts of supra g*b? - continuous maps and study their basic properties in supra topological spaces.
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Keywords
supra topological spaces, supra g*b? - continuous maps, supra g*b? - irresolute maps.
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Paper Title: ON THE STABILITY OF SECOND ORDER LINEAR DIFFERENCE AND LINEAR FUNCTIONAL EQUATIONS
Author Name(s): Sasikala.T, Karthikeyan. N
Published Paper ID: - IJCRT1801630
Register Paper ID - 184020
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801630 and DOI :
Author Country : Indian Author, 637205, India , Namakkal District, India , | Research Area: Mathematics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801630 Published Paper PDF: download.php?file=IJCRT1801630 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801630.pdf
Your Paper Publication Details:
Title: ON THE STABILITY OF SECOND ORDER LINEAR DIFFERENCE AND LINEAR FUNCTIONAL EQUATIONS
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Mathematics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 711-715
Year: March 2018
Downloads: 1240
E-ISSN Number: 2320-2882
Abstract
In this work, On the stability of second order linear difference and linear functional equations of the form: x_(n+2)+ ?x_(n+1)+?x_n=0, x_(n+2)+ ?x_(n+1)+?x_n=p_n and x_(n+2)- ?_n x_(n+1)+?_n x_n=p_n are studied, where ?,??R and p_n,?_n,?_n are sequence of reals.
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Keywords
stability of differential equations
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Paper Title: SOME CONTRA GSP-CLOSED FUNCTIONS VIA SEMIOPEN SETS IN TOPOLOGY
Author Name(s): M.M.Salasdeena, M.Sentamilselvi
Published Paper ID: - IJCRT1801629
Register Paper ID - 184019
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801629 and DOI :
Author Country : Indian Author, 637205, India , Namakkal District, India , | Research Area: Mathematics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801629 Published Paper PDF: download.php?file=IJCRT1801629 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801629.pdf
Your Paper Publication Details:
Title: SOME CONTRA GSP-CLOSED FUNCTIONS VIA SEMIOPEN SETS IN TOPOLOGY
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Mathematics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 707-710
Year: March 2018
Downloads: 1286
E-ISSN Number: 2320-2882
Abstract
In 1986, D. Andrejevic had defined and studied the concepts of semipre-open sets and semipre-closed sets in topology. In 2002, Navalagi has defined and studied the classes of various continuous functions, open functions and closed functions in between topological spaces using semipre-open sets and semipre-closed sets. In this paper, some new classes of functions called p-semipreclosed functions and contra-p-semipreopen functions using semipreopen sets, preopen sets. Also, We study some of their basic properties.
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Keywords
Preopen sets, semipre-open sets, preopen functions, pre-semiopen functions, p-semipreopen functions, preclosed sets, semipre-closed sets, preclosed functions, pre- semiclosed functions, p-semipreclosed functions.
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Paper Title: µ-β-generalized α-continuous mappings in generalized topological spaces
Author Name(s): Kowsalya M, Sentamilselvi M
Published Paper ID: - IJCRT1801628
Register Paper ID - 184014
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801628 and DOI :
Author Country : Indian Author, 637205, India , Namakkal District, India , | Research Area: Mathematics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801628 Published Paper PDF: download.php?file=IJCRT1801628 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801628.pdf
Your Paper Publication Details:
Title: µ-β-GENERALIZED α-CONTINUOUS MAPPINGS IN GENERALIZED TOPOLOGICAL SPACES
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Mathematics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 699-706
Year: March 2018
Downloads: 1253
E-ISSN Number: 2320-2882
Abstract
µ-β-generalized α-continuous mappings in generalized topological spaces
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Keywords
µ-β-generalized α-continuous mappings in generalized topological spaces
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Paper Title: SOLVING LINEAR ORDINARY DIFFERENTIAL EQUATIONS WITH CONSTANT COEFFICIENT BY FACTORIZATION
Author Name(s): Vanmathi.M, Karthikeyan. N
Published Paper ID: - IJCRT1801627
Register Paper ID - 184010
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801627 and DOI :
Author Country : Indian Author, 637205, India , Namakkal District, India , | Research Area: Mathematics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801627 Published Paper PDF: download.php?file=IJCRT1801627 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801627.pdf
Your Paper Publication Details:
Title: SOLVING LINEAR ORDINARY DIFFERENTIAL EQUATIONS WITH CONSTANT COEFFICIENT BY FACTORIZATION
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Mathematics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 694-698
Year: March 2018
Downloads: 1326
E-ISSN Number: 2320-2882
Abstract
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Keywords
Linear differential equations, factorization, homogenous equation, continuous function.
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Paper Title: OSCILLATION OF SOLUTION OF TIME FRACTIONAL PARTIAL DIFFERENTIAL EQUATION
Author Name(s): Subhashini.J, Karthikeyan.N
Published Paper ID: - IJCRT1801626
Register Paper ID - 184009
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801626 and DOI :
Author Country : Indian Author, 637205, India , Namakkal District, India , | Research Area: Mathematics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801626 Published Paper PDF: download.php?file=IJCRT1801626 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801626.pdf
Your Paper Publication Details:
Title: OSCILLATION OF SOLUTION OF TIME FRACTIONAL PARTIAL DIFFERENTIAL EQUATION
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Mathematics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 690-693
Year: March 2018
Downloads: 1268
E-ISSN Number: 2320-2882
Abstract
We concerned a time fractional partial differential equation with the Neumann boundary condition. We establish some sufficient conditions for oscillation of solution of such equation by using a generalized Riccati technique and the integral averaging method. The main results are illustrated.
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Keywords
Fractional partial differential equation, Oscillation, Fractional integral, fractional derivative.
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Paper Title: FUZZY PARTIAL DIFFERENTIAL EQUATION BY USING EXPLICIT METHOD
Author Name(s): Priyanka.C, Karthikeyan.N
Published Paper ID: - IJCRT1801625
Register Paper ID - 184006
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801625 and DOI :
Author Country : Indian Author, 637205, India , Namakkal District, India , | Research Area: Mathematics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801625 Published Paper PDF: download.php?file=IJCRT1801625 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801625.pdf
Your Paper Publication Details:
Title: FUZZY PARTIAL DIFFERENTIAL EQUATION BY USING EXPLICIT METHOD
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Mathematics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 686-689
Year: March 2018
Downloads: 1242
E-ISSN Number: 2320-2882
Abstract
In this research, we consider an explicit method to solve fuzzy heat equation with boundary conditions. We express necessary materials and preliminaries, and we find a finite difference scheme for one dimensional heat equation with boundary conditions which include the integral equations approximated by using composite trapezoidal rule. Finally, an example illustrate the numerical results. In this example, we obtain the hausdroff distance between the exact solution and approximate solution
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Keywords
Fuzzy heat equation, finite difference, Fuzzy function
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Paper Title: EXISTENCE OF SOLUTIONS TO INITIAL-VALUE PROBLEM FOR SECOND ORDER DIFFERENTIAL EQUATIONS
Author Name(s): Jothika.K, Savitha. S
Published Paper ID: - IJCRT1801624
Register Paper ID - 184004
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801624 and DOI :
Author Country : Indian Author, 637205, India , Tiruchengode, India , | Research Area: Mathematics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801624 Published Paper PDF: download.php?file=IJCRT1801624 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801624.pdf
Your Paper Publication Details:
Title: EXISTENCE OF SOLUTIONS TO INITIAL-VALUE PROBLEM FOR SECOND ORDER DIFFERENTIAL EQUATIONS
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Mathematics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 682-685
Year: March 2018
Downloads: 1266
E-ISSN Number: 2320-2882
Abstract
We consider existence of solutions to initial-value problems for second-order singular differential equations. We observe that the existence can be demonstrated in terms of simple initial-value problem. Local existence and uniqueness of solutions are proven. Under the conditions which are weaker than previously known conditions.
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Keywords
Initial - value problem, singular differential equation, emden -fowler equation.
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Paper Title: THE INFLUENCE OF SODIUM DODESYL SULFATE SURFACTANT ON THE PHYSICAL PROPERTIES OF ZNO BY WET CHEMICAL SYNTHESIS
Author Name(s): A.Kiruthiga, Dr.T.Krishnakumar
Published Paper ID: - IJCRT1801623
Register Paper ID - 184032
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801623 and DOI :
Author Country : Indian Author, 637215, India , Namakkal District, India , | Research Area: Physics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801623 Published Paper PDF: download.php?file=IJCRT1801623 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801623.pdf
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Title: THE INFLUENCE OF SODIUM DODESYL SULFATE SURFACTANT ON THE PHYSICAL PROPERTIES OF ZNO BY WET CHEMICAL SYNTHESIS
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Physics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 677-681
Year: March 2018
Downloads: 1239
E-ISSN Number: 2320-2882
Abstract
ZnO nanoparticles have drawn a widespread attention recently due to their novel properties which contribute to various applications especially in gas sensing and optoelectronic devices. This paper presents a surfactant-assisted complex wet chemical method for the controlled preparation of Zinc Oxide (ZnO) nanoparticles using zinc acetate as starting material. Here, the spherical ZnO nanoparticles with average size of less than 50 nm were successfully synthesized and their optical properties were measured. In order to maximize its efficiency, surface modification with surfactants is vital as ZnO nanoparticles easily agglomerate. The effects of the surfactant on the average particle size and morphology of the ZnO nanoparticles were investigated using scanning electron microscopy. Well dispersed ZnO nanoparticles with a uniform size distribution were obtained using Sodium dodesyl Sulfate as a surfactant. The addition of surfactants controlled the particle size and reduces the formation of agglomerates and at the same time helped to produce more homogenous and uniformly dispersed particles.
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Keywords
zinc oxide, nanoparticles, surfactants, wet chemical process.
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Paper Title: OPERATION APPROACHES ON 𝜷 − 𝜸 OPEN SETS IN TOPOLOGICAL SPACES
Author Name(s): Mrs.M.Sentamilselvi,, P.Gomathi
Published Paper ID: - IJCRT1801622
Register Paper ID - 184029
Publisher Journal Name: IJPUBLICATION, IJCRT
DOI Member ID: 10.6084/m9.doi.one.IJCRT1801622 and DOI :
Author Country : Indian Author, 637205, India , Namakkal District, India , | Research Area: Mathematics Published Paper URL: http://ijcrt.org/viewfull.php?&p_id=IJCRT1801622 Published Paper PDF: download.php?file=IJCRT1801622 Published Paper PDF: http://www.ijcrt.org/papers/IJCRT1801622.pdf
Your Paper Publication Details:
Title: OPERATION APPROACHES ON 𝜷 − 𝜸 OPEN SETS IN TOPOLOGICAL SPACES
DOI (Digital Object Identifier) :
Pubished in Volume: 6 | Issue: 1 | Year: March 2018
Publisher Name : IJCRT | www.ijcrt.org | ISSN : 2320-2882
Subject Area: Mathematics
Author type: Indian Author
Pubished in Volume: 6
Issue: 1
Pages: 672-676
Year: March 2018
Downloads: 1300
E-ISSN Number: 2320-2882
Abstract
OPERATION APPROACHES ON 𝜷 − 𝜸 OPEN SETS IN TOPOLOGICAL SPACES topological space together with its corresponding interior and closure operations are introduced. Further some of their basic properties are studied. Mathematics subject classification:54A05,54A10
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OPERATION APPROACHES ON 𝜷 − 𝜸 OPEN SETS IN TOPOLOGICAL SPACES
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Call For Paper August 2026
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Volume 14 | Issue 8
Last Date :
31-Aug-2026
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Volume 14 | Issue 8
Last Date :
31-Aug-2026
Submit Manuscript Online Impact Factor: 7.97 Review Results : Within 02-03 Days Paper Publication : Within 02-03 Days
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