• Conformal Mappings with Applications to Computational Geometry 

  Badawi, Ala'a (جامعة بوليتكنك فلسطين - ماجستير رياضيات, 2008-06-01)

  Conformal mapping is extremely important in complex analysis as well as in many areas of physics and engineering. Our main goal in this thesis is to present a successful application of conformal transformations in solving ...
• Types of Lattices and Applications of Complete Lattices 

  Al- Natsheh, Maram (جامعة بوليتكنك فلسطين - ماجستير رياضيات, 2009-12-01)

  This thesis aims to develop a better understanding of lattices. P] presents lattices, types of lattices and discusses three applications of complete lattices. Due to the importance of orders and ordered sets ]% study ...
• The Effect of Hall Current on Magnetohydrodynamics Flow 

  Sulieman, Haytham (جامعة بوليتكنك فلسطين - ماجستير رياضيات, 2009-06-01)

  The importance of this research penetrates in the fact that it sheds light on an unprecedented Mathematical Topic that has been raised for along time, but never utilized modern technology from a certain point of view. ...
• Some Numerical Aspects of the Cauchon 

  Rasheed, Fatima (جامعة بوليتكنك فلسطين - ماجستير رياضيات, 2021-05-01)

  A real matrix is called totally nonnegative or totally positive if all minors are nonnegative or positive, respectively. In this thesis, we derive the condensed form of the Restoration Algorithm which is a new result and ...
• Solvable and Nilpotent Groups 

  Qunaibi, Abeer (جامعة بوليتكنك فلسطين - ماجستير رياضيات, 2009-12-01)

  This thesis introduces the concepts of solvable and nilpotent groups and presents important definitions like supersolvable groups, polycyclic groups, Carter subgroups, metabelian groups ,hypercentral groups, HM= groups, ...
• Variational iteration method for differential 

  Nashawieh, Kholoud (جامعة بوليتكنك فلسطين - ماجستير رياضيات, 2016-12-01)

  The variational iteration method (VIM) is a powerful method for solving a wide class of linear and nonlinear problems, first introduced by the Chinese mathematician He in 1999. This method is based on the use of Lagrange ...
• Ideals In Almost Distributive Lattice 

  Abu-Ghalioon, Alaa (جامعة بوليتكنك فلسطين - ماجستير رياضيات, 2017-01-01)

  This thesis aims to develop a better understanding of Almost distributive lattice and its ideals. We present the definition of Almost distributive lattice, ideals and filters. Also we study some basic properties of Almost ...
• Ideals, Congruences and Derivations in 

  Alkurd, Alaa (جامعة بوليتكنك فلسطين - ماجستير رياضيات, 2016-03-01)

  This thesis aims to develop a better understanding of ideals, congruence relations and derivations in distributive lattices. We present the definition of a partially ordered set, a lattice and a distributive lattice, and ...
• Combined Integral Transform - Adomain Decomposition Methods For Solving Nonlinear Differential Equations 

  Abueid, Besan (جامعة بوليتكنك فلسطين - رياضيات, 5/1/2020)

  The Adomain decomposition method is a semi-analytical technique for solving nonlinear differential equations. In the literature, one can find that this method is combined with integral transforms such as Laplace, Natural, ...
• Zero Forcing And Maximum Nullity Of Graphs 

  Abughiyatha, Hadil (جامعة بوليتكنك فلسطين - رياضيات, 6/1/2020)

  The zero forcing game on a simple, undirected graph G is based on the so-called color change rule which can be stated as if some vertices on G are colored black while others are white and vertex v is a black vertex with ...
• Investigate the influence of the penetration level of PV distributed generation and energy storage integration on the medium voltage distribution network 

  Alqadi, Haitham (جامعة بوليتكنك فلسطين - طاقة, 12/1/2019)

  Electrical power system is centralized energy frames, power flows from generation plant to distribution network through transmission lines of the grid, which means that the conventional system has unidirectional power ...
• Bounded and absolutely summing operators between sequence spaces 

  Talahmeh, Ala (جامعة بوليتكنك فلسطين - رياضيات, 3/1/2009)

  In this thesis, we consider the diagonal operators d_α; α=(α_n) between the sequence l^pspaces, and we give the necessary and sufficient conditions for the diagonal operator to be bounded. Then we give necessary and ...
• Non-Parametric Conserving Smoothing Method of Area, Volume and Mass for Piecewise Linear Curves and Surfaces 

  Noufal, Bayan (جامعة بوليتكنك فلسطين - رياضيات, 6/1/2019)

  The interest in curve/surface smoothing has increased in many fields, such as computer graphics and computational fluid mechanics, due to it’s various applications in these fields. Different approaches have been used to ...
• Iterative methods for moore-Penrose inverse 

  Abu-Iram, Zainab (Palestine Polytechnic University (PPU), 12/1/2018)

  The Moore-Penrose inverse is one of the most important generalized inverses for arbitrary singular square or rectangular matrix. It finds many applications in engineering and applied sciences. The direct methods to find ...
• Congruence Relations On Almost Distributive Lattices 

  AL-Zughayyar, Jihan (جامعة بوليتكنك فلسطين - رياضيات, 3/1/2019)

  This thesis aims to develop a better understanding of Almost Distributive Lattices and it’s congruence relations. We present the definition of Almost Distributive Lattice, and state important properties of an ADL that will ...
• Absolutely Summing Operators Between Hardy Spaces 

  Qunnais, Majeda (جامعة بوليتكنك فلسطين - رياضيات, 1/1/2019)

  The Hardy space Hp , 1 ≤ p ≤ ∞, is a subspace of L p that contain of all functions with Fourier series P∞ n=0 cne int. If a = (an) is a given vector, then the diagonal operator da : Hp → Hq is defined by da( P∞ n=0 cne inf ...
• Oscillation of delay diffrential equations with a middle term 

  Juneidi, Manal (جامعة بوليتكنك فلسطين - رياضيات, 1/1/2019)

  This thesis is concerned with the oscillation of delay differential equations with a middle term. This type of equation appears in several applications in physical and engineering systems. The existence of middle term adds ...
• Generalizations of Reversible and Symmetric Rings 

  Shabaan, Abdelhadi (جامعة بوليتكنك فلسطين - رياضيات, 3/1/2016)

  In this thesis we study central reversible and central symmetric rings, which are generalizations of reversible and symmetric rings respectively. We study their main characterizations and properties and its relationship ...
• Differential Transform Method for Differential Equations 

  Khatib, Alaa (جامعة بوليتكنك فلسطين - رياضيات, 5/1/2016)

  The differential transform method was firstly introduced by Zhou before thirty years ago. This method is a semi-analytical numerical method for solving differential equations. Indeed, the differential transform method is ...
• A Study of Graph Theory With Matrix Representation 

  Fasfous, Maryam (جامعة بوليتكنك فلسطين - رياضيات, 9/1/2017)

  In this thesis, we study the main well known results in graph theory. In particular, we study many formulation and properties of finite simple graphs through their matrix representation such as incidence and adjacency ...

View more