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[PDF] Top 20 Integral Solutions of Non- Homogeneous Ternary Cubic Equation [2(x+y)]2-15xy=64z3

Has 10000 "Integral Solutions of Non- Homogeneous Ternary Cubic Equation [2(x+y)]2-15xy=64z3" found on our website. Below are the top 20 most common "Integral Solutions of Non- Homogeneous Ternary Cubic Equation [2(x+y)]2-15xy=64z3".

Integral Solutions of Non- Homogeneous Ternary Cubic Equation [2(x+y)]2-15xy=64z3

Integral Solutions of Non- Homogeneous Ternary Cubic Equation [2(x+y)]2-15xy=64z3

... diophantine equation offers an unlimited field for research due to their variety ...for cubic equation with three ...for ternary cubic equation [2(x+y)] ... See full document

6

On the Non-Homogeneous Cubic Equation with Four Unknowns $(x-y)^2 = 2z^3+w^2$

On the Non-Homogeneous Cubic Equation with Four Unknowns $(x-y)^2 = 2z^3+w^2$

... Integral solutions for the non-homogeneous Diophantine cubic equation is an interesting concept as it can be seen from [1, 2, ...of cubic Diophantine ... See full document

6

Observation on the Cubic Diophantine Equation with Four Unknowns $(x^3+y^3)+(x+y)(x+y+1)=zw^2$

Observation on the Cubic Diophantine Equation with Four Unknowns $(x^3+y^3)+(x+y)(x+y+1)=zw^2$

... the Homogeneous or Non- homogeneous Diophantine cubic equation is an interesting concept as it can be seen from [ 1 , 2 , 3 ] ...of cubic Diophantine equation with ... See full document

9

On the Cubic Diophantine Equation with Five Unknowns x3 + y3 + (x+y)(x-y)2=32(z+w)p2

On the Cubic Diophantine Equation with Five Unknowns x3 + y3 + (x+y)(x-y)2=32(z+w)p2

... particular, cubic equations, homogeneous and non-homogeneous have aroused the interest of numerous mathematicians since antiquity (Dickson,1952; Mordell,1969; Carmichael, ...2012)for ... See full document

5

On Homogeneous Cubic Diophantine equation with Four Unknowns $3(x^3+y^3) = 8zp^2$

On Homogeneous Cubic Diophantine equation with Four Unknowns $3(x^3+y^3) = 8zp^2$

... 3 x + y = zp is analyzed for finding its non-zero distinct integral ...of solutions of the equation under consideration are obtained the relations between the integer ... See full document

8

Integral Solutions of the Ternary Cubic Equation 3(x2+y2) 4xy+2(x+y+1)=972z3

Integral Solutions of the Ternary Cubic Equation 3(x2+y2) 4xy+2(x+y+1)=972z3

... integer solutions of a diophantine equation with three or more variables and equations of degree at least three, in general presents a good deal of ... See full document

5

On the Non-Homogeneous Ternary Quadratic Equation $2(x^2+y^2)-3xy+(x+y)+1=z^2$

On the Non-Homogeneous Ternary Quadratic Equation $2(x^2+y^2)-3xy+(x+y)+1=z^2$

... Diophantine equation offer an unlimited field for due to their variety [ ] 1 − 3 ...interesting homogeneous quadratic equation with three unknowns given by 2 ( x 2 + y ... See full document

7

ON THE NON HOMOGENEOUS CUBIC EQUATION WITH FIVE UNKNOWNS EQUATION

ON THE NON HOMOGENEOUS CUBIC EQUATION WITH FIVE UNKNOWNS EQUATION

... particular, cubic equations, homogeneous and non-homogeneous have aroused the interest of numerous mathematicians since antiquity ...for homogeneous and non-homogeneous ... See full document

8

On the Non-Homogeneous Quintic Equation with Five Unknowns $X^4-Y^4=10 p^3 (Z^2-W^2)$

On the Non-Homogeneous Quintic Equation with Five Unknowns $X^4-Y^4=10 p^3 (Z^2-W^2)$

... quintic non-homogeneous equation with five unknowns represented by the Diophantine equation ( x 4 − y 4 ) ( = 10 z 2 − w 2 ) P 3 is analyzed for its patterns of ... See full document

6

On the Homogeneous Ternary Quadratic Equation $11x^2-2y^2 = 9z^2$

On the Homogeneous Ternary Quadratic Equation $11x^2-2y^2 = 9z^2$

... interesting equation 11 x 22 y 2 = 9 z 2 representing homogeneous quadratic equation with three unknowns for determining its infinitely many ... See full document

9

On The Homogeneous Ternary Quadratic Diophantine Equation 5x2+4y2=189z2

On The Homogeneous Ternary Quadratic Diophantine Equation 5x2+4y2=189z2

... Diophantine equation offer an unlimited field for research due to their variety   1  3 ...quadratic equation with three ...interesting equation 5 x 2  4 y 2  189 z ... See full document

10

On The Homogeneous Ternary Quadraticdiophantine Equation 6x2 +7y2 =559z2

On The Homogeneous Ternary Quadraticdiophantine Equation 6x2 +7y2 =559z2

... Diophantine equation offer an unlimited field for research due to their variety   1  3 ...quadratic equation with three ...interesting equation 6 x 2  7 y 2  559 z ... See full document

12

Integral Solutions of Homogeneous Biquardratic
Equations with Five Unknowns $2(x^4-y^4)=(z^2-w^2)p^2$

Integral Solutions of Homogeneous Biquardratic Equations with Five Unknowns $2(x^4-y^4)=(z^2-w^2)p^2$

... Diophantine homogeneous and non-homogeneous have aroused the interest of numerous ...its integral solutions in its required general form this paper concern with the homogenous ... See full document

7

On the Cubic Diophantine Equation with Four Unknowns $x^2+y^2=z^3-w^3$

On the Cubic Diophantine Equation with Four Unknowns $x^2+y^2=z^3-w^3$

... Diophantine equation offers an unlimited field for research due to their variety ...for cubic equation with three unknowns. In [14,15] cubic equations with four unknowns are studied for its ... See full document

11

On The Homogeneous Cubic Equation With Four Unknowns $(x^3+y^3)=7zw^2$

On The Homogeneous Cubic Equation With Four Unknowns $(x^3+y^3)=7zw^2$

... representing homogeneous cubic with four unknowns for determining its infinitely many non-zero integral points, also a few interesting relations among the solutions are pres[r] ... See full document

9

A Ternary Quadratic Diophantine Equation $x^2+y^2=65z^2$

A Ternary Quadratic Diophantine Equation $x^2+y^2=65z^2$

... Diophantine equation with three unknowns offers an unlimited field for research because of their variety ...interesting equation x 2 + y 2 = 65z 2 representing ... See full document

7

Observations on the Homogeneous Ternary Cubic Equation with Four Unknowns $3(x^3+y^3)=2zw^2$

Observations on the Homogeneous Ternary Cubic Equation with Four Unknowns $3(x^3+y^3)=2zw^2$

... Diophantine equation offer an unlimited field for research due to their variety ...for cubic equations with three unknowns. In [6-8] cubic equations with four unknowns are studied for its ... See full document

8

Integer Solution of the Homogeneous Bi-Quadratic Diophantine Equation with Five Unknowns $(x-y)(x^3-y^3)=(z^2-w^2)p^2$

Integer Solution of the Homogeneous Bi-Quadratic Diophantine Equation with Five Unknowns $(x-y)(x^3-y^3)=(z^2-w^2)p^2$

... ( xy xy = z − w p is analyzed for its nonzero distinct integer ...integer solutions to the above bi-quadratic equation are ...the solutions and special number ... See full document

7

On Solutions of the Diophantine Equation  $p^x + q^y = z^2$

On Solutions of the Diophantine Equation $p^x + q^y = z^2$

... + 2 n ) = 2(p + 2 n-1 ) = z 2 (3) implying that z is even, and z 2 is a multiple of ...(3) 2(p + 2 n-1 ) is a multiple of 2, whereas z 2 is a multiple of ... See full document

7

INTEGRAL SOLUTIONS OF NON- HOMOGENEOUS QUINTIC EQUATION WITH THREE UNKNOWNS

INTEGRAL SOLUTIONS OF NON- HOMOGENEOUS QUINTIC EQUATION WITH THREE UNKNOWNS

... of non-zero distinct integral solutions and three different methods of integral solutions are ...the solutions and special numbers, namely, polygonal numbers, Jacobsthal numbers, ... See full document

6

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