SOME RESULTS ON SEVERAL NUMBERICAL P+53 SETS
Abstract
Keywords
Diophantine Ps 3-Tuple, Number Theory, Elements of Diophantine Ps m-tuples
Supporting Institution
Project Number
Thanks
References
- 1. Cohen H. (2007). Number Theory vol.1. Tools and diophantine equations, Springer.
- 2. Dudek A.W. (2016). On The number of divisors of n2 -1 ,Bull. Aust. Math. Soc. 93 194-198.
- 3. Dujella A. (2002). On the size Diophantine m-tubles, Math. Proc. Cambridge Philos Soc.132,23-33
- 4. Dujella A. (2016). What is a Diophantine m-tuple?, Notices Amer. Math. Soc.63 , 772-774.
- 5. Dujella A., Petricevic, V. (2019). On the largest element in D(n)- quadruples, Indag. Math. (N.S.) 30 1079-1086.
- 6. Earp-Lynch S. (2019). Diophantine Triples and Linear Forms in Logarithms, Master Thesis, Brock University.
- 7. Filipin, A. and Jurasic A. (2016). On the size of diophantine m-tubles for linear polynomials, Miskolc Math.Notes 17, 861-876
- 8. Gopalan M.A., Vidhyalaksfmi S., Özer Ö., (2018). A Collection of Pellian Equation ( Solutions and Properties) , Akinik Publications, New Delh, INDIA.
- 9. Gopalan M.A., Thangam S.A., Özer Ö., (2020) On The Quinary Homogeneous Bi-Quadratic Equation, Journal of Fundamental and Applied Sciences (JFAS), 2020, 12(2), 516-524.
- 10. Izadi F., Khoshnam F. (2014). On ellipticcurves via Heron Triangles and Diophantine triples, J.Math.Ext.8 17-26