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  1. A Study on Integer Design of Solutions of Diophantine Equation
  2. A Study on Integer Design of Solutions of Diophantine Equation
  3. A Study on Integer Design of Solutions of Diophantine Equation ?(X^4+Y^4 )^2(2U^2+V^2 )=T^2 (C^2+D^2 )(Z^2-W^2 ) P^? With ?>0,?=1,2,3,4,5,6,7 and x<y<w<z
  4. A Study on Integer Design of Solutions of Diophantine Equation ?(X^4+Y^4 )^2(3U^2+V^2 )=T^2 (C^2+D^2 )(Z^2+W^2 ) P^? With ?>0,?=1,2,3,4,5,6,7 and x<y<w<z
  5. A Study on Integer Design of Solutions of Diophantine Equation ?(X^4+Y^4 )^2(3U^2+V^2 )=T^2 (C^2+D^2 )(Z^2-W^2 ) P^? With ?>0,?=1,2,3,4,5,6,7 and x<y<w<z
  6. Role of Corporate Social Responsibility of Banks in Emerging Markets in India
  7. Supply Chain Management for Coconut Farmers to Formulate New Marketing Strategies
  8. An Enumerative and analytical Study of the Sustainable Energy in an Economic Perspectives
  9. Additive and Multiplicative Operations on Set of Polygonal Numbers
  10. A new approach to determine constant coefficients in higher order linear recurrence relations and repeated steps of their residues with mth integer modulo of some Fibonacci type numbers
  11. Construction of Pythagorean and Reciprocal Pythagorean n-tuples
  12. Symmetric Key generation And Tree Construction in Cryptosystem based on Pythagorean and Reciprocal Pythagorean Triples
  13. Using the Altman Z-Score Model to Forecast the Financial Distress of a Subset of NIFTY 50 Companies in the Indian Stock Market
  14. Cryptographic coding to define Binary Operation on Set of Pythagorean triples
  15. Existence of inner addition and inner multiplication on Set of Triangular numbers and some inherent properties of Triangular numbers
  16. Transcendental representation of Diophantine equation and some of its inherent properties
  17. A New Approach to Define Length of Pythagorean Triples and Geometric Series Representation of Set of Pythagorean Triples
  18. A new approach to define a new integer sequences of Fibonacci type numbers with using of third order linear Recurrence relations
  19. A New Approach to Define Algebraic Structure and Some Homomorphism Functions on Set of Pythagorean Triples and Set of Reciprocal Pythagorean Triples