Journal of Al-Qadisiyah for Computer Science and Mathematics

1

Partial Modular Space

Abdulrahman.A.Mohammed, Laith.K.Shaakir

Pages: 1-13 English

Abstract

In this paper we investigate new definitions called Partial Modular (P.M) and Convex Partial Modular (C.P.M) which are generalized of the definitions Modular and Convex Modular respectively . We can satisfy some results and properties of a partial modular (P.M) and we deduced some result in convex partial modular (C.P.M) . Finally we get a new study of relation between (P.M) and modular.

Keywords

Convex partial modular (C.P.M). Partial modular (P.M)

2

The Dynamical Properties of Modified of Bogdanov Map

Wafaa H. Al-Hilli, Rehab Amer Kamel

Pages: 14-21

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Abstract

In the work, we study the general properties of modified of the
Bogdanov map in the form Fa,m,k .

Keywords

Lyapunov exponent Sensitive dependence on initial conditions Topological entropy.

3

New Technique for Solving Lane-Emden Equation with VietaFibonacci Polynomials

Semaa Hassan Aziz

Pages: 22-29 English

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Abstract

In the present work, new efficient iterative algorithm is presented for solving Lane-Emden
equation with initial conditions. The solution is considered as a linear combination of VietaFibonacci polynomials with unknown coefficients. First, the Vieta-Fibonacci polynomials are
presented with some new important properties. A new exact formula for finding operation
matrix of derivative for the Vieta-Fibonacci polynomials is constructed. Using such new
properties the original Lane-Emden equation is transformed to the solution of algebraic
equation with small-unknown coefficients. The obtained solution is in the form of a power
series with easily computable coefficients. Comparison with some known exact and
approximate solutions shows that the proposed solution is highly accurate.

Keywords

convergence analysis iterative technique Lane-Emden equation operation matrix of derivative Vieta-Fibonacci

4

Results for Skew-Shape(9,7,3) /(1,0)

Rania Nazem Abdul Rahman, Haytham Razooki Hassan

Pages: 30-39 English

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Abstract

In this paper, we find the conditions for the sequence of characteristic zero in the case of the
skew-shape (9,7,3)/(1,0). We also study this sequence as a diagram and prove that this sequence is
complex using mapping Cone and other concepts.

Keywords

Characteristic Zero resolution

5

Outcomes for the skew-partition (6, 6, 3) / (1, 1, 0)

Alaa Abbas Mansour, Haytham Razooki Hassan

Pages: 37-41 English

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Abstract

The aim of this work is to find the complex of characteristic zero (c.c.z.) in the case of skewpartition (6, 6, 3) / (1, 1, 0) as a diaǥram by utilizing the conceᶈts poweг of ᶈlaҫe polariẕaŧion
and Caᶈęlli ideᶇtities.

Keywords

characŧerisŧic ȥero. comᶈlex ᶈlace ᶈolariȥaŧión Weyl moᵭule

6

In The Solution of Nonlinear Equation

Mohammed RASHEED, Suha SHIHAB, Ahmed Rashid

Pages: 42-50 English

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Abstract

In this work, we present numerical method in order to solve non-linear equation of solar cell
based on single diode model using two suitable approximations; Illinois Algorithm and Classic
Chord techniques. Algorithms have discussed the tolerances of the values. It is founded that
the new proposed method has the lesser number of evaluations than the other ones.
Numerical examples are presented in order to test the efficiency, accuracy and the
performance of this method. Numerical calculations observe that the proposed method is
compatible with the famous existing methods and in this case gives the better results. The
results obtained explain that the new suggested technique is more easy, accurate to use and
efficient than other numerical methods are introduced.

Keywords

Illinois Algorithm; Classic Chord method; numerical examples; three step method; roots.

7

Iterative Methods for Finding Roots of Nonlinear Equations

Mohammed RASHEED, Suha SHIHAB, Taha Rashid

Pages: 51-59 English

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Abstract

In the present work, two iterative techniques have been displayed in order to solve non-linear
equation. These two techniques are free from second derivative and per evaluation; they
require five and six iterations with a first derivative of the function. Analysis of the PV model
has been studied in term of function evaluations appears that the proposed technique is
superior. It is practical interest is investigated by some numerical examples.

Keywords

False Position method; Two-Point Bracketing algorithm; roots; iterations; load resistance

8

Further Acceleration of Two-Point Bracketing Method for Determining the Voltages of Nonlinear Equation

Mohammed RASHEED, SUHA SHIHAB, Taha Rashid

Pages: 60-68

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Abstract

A general class of three point iterative algorithms for solving nonlinear equations based on
single diode model of a PV cell is constructed in the present work. Three steps iterative
methods for solving nonlinear equation of solar cell, Illinois Algorithm and Two-Point
Bracketing algorithm are presented and analyzed. In addition; the absolute error values for all
the algorithms have been discussed and compared. The new proposed method has the lesser
number of iterations than the other ones has been founded. Numerical examples are
contained to test and investigate the performance, accuracy and efficiency of these methods

9

Some Step Methods Applied to Nonlinear Equation

Mohammed RASHEED, Suha SHIHAB, Ahmed Rashid, Taha Rashid

Pages: 69-77 English

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Abstract

In the present work, we exhibit a third order family of a new iteration method Dekker's and
Classic Chord methods for solving nonlinear equations of single diode solar cell model. These
methods have free from computation of second order derivatives of the functions and per
iteration, one estimation of the function; while just two evaluations involving it is first
derivative. Analysis of this family of these numerical methods investigates that it is iterative
solution is convergence. Some numerical examples are introduced to show the accuracy,
efficiency and good performance of the proposed method.

Keywords

Classic Chord method; Dekker's Algorithm; functional equation; root finding method; numerical example.

10

Various Iterative Methods for Solving Nonlinear Equation

Mohammed RASHEED,Suha SHIHAB,Ahmed Rashid, Taha Rashid, Saad Hussein Abed Hamad

Pages: 78-86 English

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11

An Iterative Method to Solve Nonlinear Equation

Mohammed RASHEED, Suha SHIHAB, Ahmed Rashid, Taha Rashid, Saad Hussein Abed Hamad, Mustafa Abdulkareem Hussein Aldulaimi

Pages: 87-95 English

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12

A Class of Methods for Solving Nonlinear Equation

Mohammed RASHEED, Suha , Taha Rashid

Pages: 96-104

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13

A Special Iterative Algorithm for Solving Nonlinear Equations

Mohammed RASHEED, Suha SHIHAB, Ahmed Rashid, Taha Rashid, Saad Hussein Abed Hamad, Mohammed Hussein Jasim AL-Kinani

Pages: 105-113

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14

Use of Improved Algorithms for Solving Nonlinear Equation

Mohammed RASHEED, Suha SHIHAB

Pages: 114-122

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15

Multistep Iterative Algorithms for Solving Nonlinear Equation

Mohammed RASHEED

Pages: 123-132 English

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16

A Family of Iterative Algorithm for Solving Nonlinear Equation

Suha SHIHAB, Mohammed RASHEED, Ahmed Rashid, Taha Rashid, Saad Hussein Abed Hamad, Farazdack Fawzi Hamed Alshebeeb

Pages: 133-141 English

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17

Efficient Numerical Algorithms for Solving Nonlinear Equation

Suha SHIHAB

Pages: 142-150

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18

Hybrid Algorithms for Numerical Solution of Optoelectronics Applications

Suha SHIHAB

Pages: 151-159 English

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19

An Accelerated Algorithm for Finding Roots of Nonlinear Equation

Suha SHIHAB, Mohammed RASHEED

Pages: 160-168

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20

Direct Restarted Pell Algorithm for Solving Calculus of Variation Problems

Suha SHIHAB, Mohammed RASHEED, Ahmed Rashid

Pages: 169-180

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21

Effect of local thermal non-equilibrium on the onset of convection in an anisotropic bidispersive porous layer

Israa M. Mankhi, Shatha A. Haddad

Pages: 181-192 English

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22

Binomial Transform Technique For Solving Linear Difference Equations

Eman A. Hussain, Asmaa S. Jasim

Pages: 193-202 English

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23

The Resolution of Three- Mowed Weyl Module in the case of (7, 6, 3) / (1, 0, 0)

Nejood Abed Hatem, Haytham Razooki Hassan

Pages: 203-213

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24

Compression Techniques for the JPEG Image Standard by Using Image Compression Algorithm

AHMED A.BRISAM, QUSAY O.MOSA

Pages: 1-10 English

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25

Developed Lightweight Cryptographic Algorithms for The Application of Image Encryption: A Review

Alaa Noori Mazher, Jumana Waleed, Abeer Tariq MaoLood

Pages: 11-22

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26

Testbed For Intelligent Agent: A survey

Ahmed M. Kareem, Prof. Dr. Ali Obied

Pages: 23-36

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27

Testbed For Intelligent Agent: A survey

Ahmed M. Kareem, Prof. Dr. Ali Obied

Pages: 37-45 English

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28

Diagnose of Chronic Kidney Diseases by Using Naive Bayes Algorithm

Noor S. Abd, Dr.prof. Dhahir A . Abdullah

Pages: 46-55

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Abstract

Chronic kidney disease (CKD) develops gradually, usually after months or years when the kidneys lose function. In general, it may not be detected before it loses 25% of its functionality. Patients may begin to not recognize kidney failure because kidney failure may not give any symptoms at first. Treatment for kidney failure aims to control the causes and slow the progression of kidney failure. If the treatments are insufficient, the patient is in the end stage of kidney failure and the last treatment is dialysis or a kidney transplant. at this time. Therefore, it is necessary to make an early diagnosis to avoid reaching the stage of kidney failure. We conclude in this paper that the Naive Bayes algorithm is one of the best algorithms for diagnosing diseases with high accuracy of 99.24% and time of 0.003 seconds approximately because it is suitable for this kind of dataset.

29

DE-striping Augmented Images of Blood Cells using Deep Convolutional Neural Network

Atheel Sabih Shaker

Pages: 56-63 English

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Journal of Al-Qadisiyah for Computer Science and Mathematics

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