Search Results - "Sankari, Hasan"

AH-Homomorphisms in Neutrosophic Rings and Refined Neutrosophic Rings by Sankari, Hasan, Abobala, Mohammad

“…Algebraic relations between rings are determined by homomorphisms and isomorphisms. This paper introduces a new kind of algebraic functions between two…”
Get full text

On The Algebraic Homomorphisms Between Symbolic 2-plithogenic Rings And 2-cyclic Refined Rings by Sankari, Hasan, Abobala, Mohammad

“…The main goal of this research paper is to find an algebraic ring homomorphism between symbolic 2-plithogenic ring and the corresponding 2-cyclic refined ring…”
Get full text

A Necessary and Sufficient Condition for k=ℚ4n 2+1 to Have Class Number ωn+c by Issa, Ahmad, Sankari, Hasan

“…In this paper, we give a necessary and sufficient condition for real quadratic field k=ℚ4n 2+1 to have class number ωn+c where c∈1, 2 and ωn is the number of…”
Get full text

Neutrosophic Linear Diophantine Equations With Two Variables by Sankari, Hasan, Abobala, Mohammad

“…This paper is devoted to study for the first time the neutrosophic linear Diophantine equations with two variables in the neutrosophic ring of integers Z(I),…”
Get full text

Solving Three Conjectures about Neutrosophic Quadruple Vector Spaces by Sankari, Hasan, Abobala, Mohammad

“…The aim of this paper is to answer Smarandache conjectures about neutrosophic quadruple vector spaces. This paper depends on the concept of weak n-refined…”
Get full text

On The Classification of The Group of Units of Rational and Real 2-Cyclic Refined Neutrosophic Rings by Sankari, Hasan, Abobala, Mohammad

“…The objective of this paper is to solve two open problems about the group of units of some 2-cyclic refined neutrosophic rings asked by Sadiq. Where it…”
Get full text

n-Refined Neutrosophic Modules by Sankari, Hasan, Mohammad Abobala

“…This paper introduces the concept of n-refined neutrosophic module as a new generalization of neutrosophic modules and refined neutrosophic modules…”
Get full text

Weierstrass points on modular curves X0(N) fixed by the Atkin–Lehner involutions by Bojakli, Mustafa, Sankari, Hasan

“…PurposeThe authors have determined whether the points fixed by all the full and the partial Atkin–Lehner involutions WQ on X0(N) for N ≤ 50 are Weierstrass…”
Get full text

Lower Bound for the Class Number of ℚn2+4 by Sankari, Hasan, Issa, Ahmad

“…In this paper, we give an explicit lower bound for the class number of real quadratic field ℚd, where d=n2+4 is a square-free integer, using ωn which is the…”
Get full text

On a New Criterion for the Solvability of Non-Simple Finite Groups and m-Abelian Solvability by Sankari, Hasan, Abobala, Mohammad

“…This paper is devoted to introduce a sufficient condition for the solvability of finite groups. Also, it presents the concepts of m-abelian and m-cyclic…”
Get full text

Principal Primitive Ideals in Quadratic Orders and Pell’s Equations by Issa, Ahmad, Sankari, Hasan

“…In this paper, we introduce a method of determining whether the primitive ideal is principal in a real quadratic order, depending on the solvability of Pell’s…”
Get full text

On Polynomial Solutions of Pell’s Equation by Sankari, Hasan, Abdo, Ahmad

“…Polynomial Pell’s equation is x2−Dy2=±1, where D is a quadratic polynomial with integer coefficients and the solutions X,Y must be quadratic polynomials with…”
Get full text

The Polynomial Solutions of Quadratic Diophantine Equation X2−ptY2+2KtX+2ptLtY = 0 by Sankari, Hasan, Abdo, Ahmad

“…In this study, we consider the number of polynomial solutions of the Pell equation x2−pty2=2 is formulated for a nonsquare polynomial pt using the polynomial…”
Get full text

Generators and number fields for torsion points of a special elliptic curve by Sankari, Hasan, Bojakli, Mustafa

“…Let E be an elliptic curve with Weierstrass form y2=x3−px, where p is a prime number and let E[m] be its m-torsion subgroup. Let p1=(x1,y1) and p2=(x2,y2) be a…”
Get full text

Some Criteria for Class Numbers to Be Non-One by Issa, Ahmad, Sankari, Hasan

“…Let d be a positive integer which is not a perfect square and n be any nonzero fixed integer. Then, the equation x2−dy2=n is known as the general Pell…”
Get full text

A Necessary and Sufficient Condition for k=ℚ+c by Issa, Ahmad, Sankari, Hasan

“…In this paper, we give a necessary and sufficient condition for real quadratic field k=ℚ([square root of4n[sup.2]+1]) to have class number ω (n)+c where…”
Get full text

A Necessary and Sufficient Condition for k = ℚ 4 n   2 + 1 to Have Class Number ω n + c by Issa, Ahmad, Sankari, Hasan

“…In this paper, we give a necessary and sufficient condition for real quadratic field k = ℚ 4 n   2 + 1 to have class number ω n + c where c ∈ 1 ,   2 and ω n…”
Get full text

Weierstrass points on modular curves X 0 ( N ) fixed by the Atkin–Lehner involutions by Bojakli, Mustafa, Sankari, Hasan

Get full text

Lower Bound for the Class Number of ℚ n 2 + 4 by Sankari, Hasan, Issa, Ahmad

“…In this paper, we give an explicit lower bound for the class number of real quadratic field ℚ d , where d = n 2 + 4 is a square-free integer, using   ω n which…”
Get full text

The Polynomial Solutions of Quadratic Diophantine Equation X 2 − p t Y 2 + 2 K t X + 2 p t L t Y  = 0 by Sankari, Hasan, Abdo, Ahmad

“…In this study, we consider the number of polynomial solutions of the Pell equation x 2 − p t y 2 = 2 is formulated for a nonsquare polynomial p t using the…”
Get full text