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CONSTRUCTION OF STRONG AND ALMOST STRONG RATIONAL DIOPHANTINE QUADRUPLES

JP journal of algebra, number theory and applications, 2014-11, Vol.35 (1), p.35

2014

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SPECIAL DIO-TRIPLES

JP journal of algebra, number theory and applications, 2014-08, Vol.34 (1), p.13

2014

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On the Pair of Equations x + y = z + w, y + z = (x - w)2

Journal of mathematics and system science, 2019-04, Vol.9 (4)

2019

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On ternary biquadratic Diophantine equation 11(x^2 – y^2) + 3(x + y ) =10z^4

Notes on number theory and discrete mathematics, 2019-09, Vol.25 (3), p.65-71

2019

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ON TERNARY QUADRATIC DIOPHANTINE EQUATION: 3x super( 2 + 2y)sup 2= 20z super( 2)

International Journal of Engineering, Science and Mathematics, 2014-12, Vol.3 (4), p.66-66

2014

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OBSERVATIONS ON THE BIQUADRATIC WITH FIVE UNKNOWS

International Journal of Engineering, Science and Mathematics, 2013-06, Vol.2 (2), p.192-192

2013

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OBSERVATIONS ON THE HOMOGENEOUS QUINTIC EQUATION WITH FOUR UNKNOWNS

International Journal of Engineering, Science and Mathematics, 2013-06, Vol.2 (2), p.40-40

2013

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Stochastic Processes and their Applications: Proceedings of the Symposium held in honour of Professor S.K. Srinivasan at the Indian Institute of Technology Bombay, India, December 27–30, 1990

1991

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ON THE CUBIC EQUATION WITH FIVE UNKNOWNS

International Journal of Engineering, Science and Mathematics, 2013-03, Vol.2 (1), p.227-227

2013

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Observations on Triacontagonal number

International Journal of Engineering, Science and Mathematics, 2013-06, Vol.2 (2), p.82-92

2013

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Equality of centered decagonal number with special m-gonal numbers

International Journal of Engineering, Science and Mathematics, 2013-06, Vol.2 (2), p.208-212

2013

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HOMOGENOUS BI-QUADRATIC WITH FIVE UNKNOWNS x super( 4) - y super( 4) = 26z super( 2) - W super( 2) T super( 2)

International Journal of Engineering, Science and Mathematics, 2014-06, Vol.3 (2), p.54-54

2014

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ON HOMOGENEOUS TERNARY QUADRATIC DIOPHANTINE EQUATION 2(x super( 2) + y super( 2)) = 16z super( 2)

International Journal of Engineering, Science and Mathematics, 2014-06, Vol.3 (2), p.63-63

2014

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Observation on the Negative Pell Equation

International Journal for Research in Applied Science and Engineering Technology, 2019-02, Vol.7 (2), p.494-500

Gopalan, M. A.

2019

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Observation on the Positive Pell Equation

International Journal for Research in Applied Science and Engineering Technology, 2019-02, Vol.7 (2), p.639-645

Gopalan, M. A.

2019

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ON THE EQUATION x super( 2) + xy - y super( 2) = (n super( 2) + 4n -1)z super( 3)

Bulletin of pure & applied sciences. Sec. E, Mathematics & statistics, 2010-07, Vol.29E (2), p.231-231

2010

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Observations on the Non-Homogeneous Equation of the Eighth Degree with Six Unknowns x super( 6) - y super( 6) - 2z super( 3) = (w super( 2) - p super( 2))T super( 6)

The International Journal of Science and Technoledge, 2014-03, Vol.2 (3), p.14-14

2014

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On the Heptic Diophantine Equation with Three Unknowns 3(x super( 2) + y super( 2)) - 5 xy = 1 5 z super( 7)

The International Journal of Science and Technoledge, 2014-02, Vol.2 (2), p.26-26

2014

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On the Cubic Equation with Five Unknowns z super( 3) + w super( 3) - x super( 3) - y super( 3) = 12 T super( 2) (x + y )

The International Journal of Science and Technoledge, 2014-04, Vol.2 (4), p.7-7

2014

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Note on the Evaluation of

Mathematics magazine, 1994-02, Vol.67 (1), p.53-54

1994

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Note on the Evaluation of ∫x 01/1 + t2n dt

Mathematics magazine, 1994-02, Vol.67 (1), p.53-54

1994

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Note on the Evaluation of ∫x01/1 + t2ndt

Mathematics magazine, 1994-02, Vol.67 (1), p.53

1994

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Efficient discovery of overlapping communities in massive networks

Proceedings of the National Academy of Sciences - PNAS, 2013-09, Vol.110 (36), p.14534-14539

2013

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Tuning Ising superconductivity with layer and spin-orbit coupling in two-dimensional transition-metal dichalcogenides

Nature communications, 2018-04, Vol.9 (1), p.1427-8, Article 1427

2018

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CXCR2 and CXCR4 antagonistically regulate neutrophil trafficking from murine bone marrow

The Journal of clinical investigation, 2010-07, Vol.120 (7), p.2423-2431

2010

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CONSTRUCTION OF STRONG AND ALMOST STRONG RATIONAL DIOPHANTINE QUADRUPLES

SPECIAL DIO-TRIPLES

On the Pair of Equations x + y = z + w, y + z = (x - w)2

On ternary biquadratic Diophantine equation 11(x^2 – y^2) + 3(x + y ) =10z^4

ON TERNARY QUADRATIC DIOPHANTINE EQUATION: 3x super( 2 + 2y)sup 2= 20z super( 2)

OBSERVATIONS ON THE BIQUADRATIC WITH FIVE UNKNOWS

OBSERVATIONS ON THE HOMOGENEOUS QUINTIC EQUATION WITH FOUR UNKNOWNS

Stochastic Processes and their Applications: Proceedings of the Symposium held in honour of Professor S.K. Srinivasan at the Indian Institute of Technology Bombay, India, December 27–30, 1990

ON THE CUBIC EQUATION WITH FIVE UNKNOWNS

Observations on Triacontagonal number

Equality of centered decagonal number with special m-gonal numbers

HOMOGENOUS BI-QUADRATIC WITH FIVE UNKNOWNS x super( 4) - y super( 4) = 26z super( 2) - W super( 2) T super( 2)

ON HOMOGENEOUS TERNARY QUADRATIC DIOPHANTINE EQUATION 2(x super( 2) + y super( 2)) = 16z super( 2)

Observation on the Negative Pell Equation

Observation on the Positive Pell Equation

ON THE EQUATION x super( 2) + xy - y super( 2) = (n super( 2) + 4n -1)z super( 3)

Observations on the Non-Homogeneous Equation of the Eighth Degree with Six Unknowns x super( 6) - y super( 6) - 2z super( 3) = (w super( 2) - p super( 2))T super( 6)

On the Heptic Diophantine Equation with Three Unknowns 3(x super( 2) + y super( 2)) - 5 xy = 1 5 z super( 7)

On the Cubic Equation with Five Unknowns z super( 3) + w super( 3) - x super( 3) - y super( 3) = 12 T super( 2) (x + y )

Note on the Evaluation of

Note on the Evaluation of ∫x 01/1 + t2n dt

Note on the Evaluation of ∫x01/1 + t2ndt

Efficient discovery of overlapping communities in massive networks

Tuning Ising superconductivity with layer and spin-orbit coupling in two-dimensional transition-metal dichalcogenides

CXCR2 and CXCR4 antagonistically regulate neutrophil trafficking from murine bone marrow

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