Science


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The Faculty of Basic Sciences of Urmia University of Technology has officially launched in 2011 with the approval of the Council for the Development of Science in ministry of science, research and technology, in Applied Mathematics and Applied Physics and started the Admission of Graduate Students.

Training of experts and knowledgeable specialists for work in the internal and external scientific environments, science production, scientific-practical-educational services, counseling and guidance of organizations, public and private centers for the institutionalization and utilization of applied mathematical and physics knowledge that is shared by parents Engineering Sciences are the goals of this faculty in order to increase productivity in the country.

The goal is to enhance the curiosity, the deep and critical thinking and the power of observation that scientists use to discover new discoveries, as well as the creativity, technical capabilities, and problem solving skills that engineers use to advance society.

  major

   field

  grade

  physics

Dense material

   m.s

 Physics

 Fundamental

  phd

mathematics

 applied

m.s

 

Introduction of the Faculty

The Faculty of Basic Sciences of Urmia University of Technology has officially launched in 1990 with the approval of the Council for the Development of Science Education in Science and Technology in Applied Mathematics and Applied Physics and Admission of Graduate Students.

Training of experts and knowledgeable specialists for work in the internal and external scientific environments, science production, scientific-practical-educational services, counseling and guidance of organizations, public and private centers for the institutionalization and utilization of applied mathematical and physics knowledge that is shared by parents Engineering Sciences are the goals of this faculty in order to increase productivity in the country.

The goal is to enhance the curiosity, the deep and critical thinking and the power of observation that scientists use to discover new discoveries, as well as the creativity, technical capabilities, and problem solving skills that engineers use to advance society.

Definition and purpose

The emergence of interdisciplinary disciplines is one of the present-day characteristics of the world's higher education scene. Based on studies of engineering discipline by 2020, by the US National Academy of Sciences in 2004 and 2005, the field of basic engineering science will be the core of the engineering education scene for the next twenty years. Undergraduate, Master and Ph.D. degrees in science and technology today are attended by renowned universities such as Berkeley, California, and Harvard.

Basic science is interdisciplinary engineering. This field is closely linked to the various fields of physical science, mathematics and engineering. This discipline provides an environment in which students, while learning engineering techniques, can pursue their interests in various fields of science. The trends designed in this field prepare students for advanced and advanced studies in engineering and science. Other goals of this field are the development of theoretical basis for the analysis of scientific phenomena and their engineering applications, future studies in technology and the transfer of new technologies to the industry.

Course specifications

There are two general trends in the curriculum of the Faculty of Basic Sciences:

   1. Applied Mathematics
   2. Physics

Applied Mathematics

The goal of this training is to provide multi-disciplinary experts with a sufficient amount of mathematical knowledge that will be able to analyze engineering, economic, and planning issues quantitatively, as well as the ability to pursue higher education and transfer of applied mathematical knowledge at all levels of the university. The innovation and expansion of the boundaries of mathematical knowledge in this period is of particular importance.

With regard to the specialists at Urmia University of Technology, it is possible to create a bridge with other fields of applied mathematics. There is ability in the field of applied sciences such as medical mathematics, bio mechanics, and wavelet theory in the fields of processing syndicates in systems, telecommunications, image processing and computer vision, genetics and medicine, and so on. The trends designed in this field prepare students for advanced studies in engineering and science. The other objectives of this field are the development of theoretical bases for the analysis of scientific phenomena and their engineering applications, and the transfer of new technologies to the industry. Applied Mathematical Applications are:

A)  The field of computational engineering science

This cross-sectional program identifies the importance of computational growth for solving complex scientific problems and engineering issues. If mathematical models and empirical observations are combined with scientific computing, engineers can solve issues that seem to be unsolvable. The computational engineering science program builds a very solid foundation in mathematics, science and engineering, and develops the skills needed to model, simulate and solve complex problems. This program focuses on computing science rather than computational science (ie, computational engineering science is not a computer science program).
  In addition, Computational Engineering Sciences develops the skills required to model high technology and simulation technologies tailored to research in industry and national laboratories.

A)  Math Engineering

This interdisciplinary program provides students with the opportunity to study pure and applied mathematics as the main components of modern engineering. By combining lessons of pure mathematics, applied mathematics, statistics, physics and engineering, the student can follow a program that is theoretical or applied or both. A math program provides a solid foundation for a bachelor's degree and a doctorate in the fields of theoretical or engineering sciences. Additionally, the appropriate choice of courses can prepare students for service in various sectors of the industry.

2. The field of physics

This classical and modern physics program combines chemistry and mathematics with engineering applications. The main strength of this program is its flexibility. A strong foundation in physics and mathematics prepares students to choose engineering lessons to solve practical problems. Because the program emphasizes science and mathematics, students are well prepared to pursue master's degrees in engineering or physics.

Current conditions of Urmia University of Technology

Regardless of all things, it is important to note that the establishment and launch of Urmia University of Technology with emphasis on the guidance of undergraduate students to the postgraduate level and as a result of the establishment of the technical and basic sciences required by the province at higher levels.

The characteristics of the academic staff absorbed and Urmia University of Technology for the presentation of the applied mathematical master's degree course, as well as the faculty members at Urmia University of Technology who are interested in cooperating in applied mathematical fields. And a number of faculty members at Urmia University have also expressed their interest in collaborating with the Department of Mathematics (Masters).

Therefore, using the experienced staff and professors such as Dr. Ahmad Reza Haghighi and ... in Applied Mathematics and Dr. Sohrab Behnia and Dr. Recovery Nia and ... In the 1990s, they admitted to the postgraduate student.

Introduction to the Mathematical Course

Mathematics is an ancient archetype and from the very beginning was one of the most subjective and, at the same time, the most scientific endeavor of human beings. Mathematics is generally defined as the study of the structure of transformation and space. It is more informally mathematically studied in numbers and forms. There are certain language disciplines that Instead of words and punctuation marks, symbols are used, and in the minds of the owners of the mind, the exploration of the axioms of "single structures" is defined using logic and mathematical symbolism.

Great mathematicians have played a role in the evolution of the scientific and philosophical thought of man, whose significance is not less than the role of other scholars and great philosophers, mathematics as a field of mother is of great importance, and with its history and the work of biography This knowledge of humanity is important to generations. Our attention in the present, especially the new mathematics, is intended to mean the simple thoughts that the mathematical guidance of the recent centuries has been, in the present era, whether in the development of mathematics, in the development of creative knowledge or in the ordinary life, decisive importance. They are the only mathematical act called "Khadem Al-ulum", serving other sciences and trying to advance them. This knowledge is also known as the "Queen of Sciences".

The fact is that it is not the mission and task of science to advance the industries and techniques, but rather science, at the depths of the vast array of universes, discovers the development of the universe, that is not possible for ordinary human beings also they try the best of the greatest intellectual endeavors which is not related to material existence. In this journey, we will come close to something that is worth judging by the great mathematicians worth understanding and deserving to be loved by their particular beauty.

The great mathematician Dala Mobber takes note of his problems and addresses the issues of his audience. To the well-known and interested students, he advises that you do not have to try to understand the problems quickly and do not stop too much. It is written "Go ahead and understanding the subject will come after you". In short, If you read a grammar or a statement of a problem, it is better to ignore it and make sure that the contents suggest another interesting subject that is being used and thoughtful. Students studying mathematics know the "progression" and self-aware absorption of issues.

The first time a person is studying a new subject in mathematics, details of issues seem to be too common and appear to be a complex disappointing situation, and in the mind of the reader, the works are coherent and worthy of them Does not remain . But if, after a bit of rest, it once again applies the same material, the issues seem clearer, as if the advancement of the glass of photography during the advent, each piece revealed its real value and occupied its true status. The only thing we need to consider is to study the subject with interest. Future history is based on the past and brings the experience of the past, and in this influence there are some positive aspects that the seeds of it In adolescence, it is planted as an application of the transfer and advance of the boundaries of future mathematical knowledge, and the cultivator of planting this seed is your responsibility for mathematical science and is cultivated with your hands.

The nature of pure and applied mathematics

Mathematics has passed through four great times. The first two are Babylonians and the Greeks, the third is Newton era, and finally the present age, which began around 1800 BC, are still ongoing and their qualification as the golden age of mathematics has been named. Today, the situation is the same. Perhaps for this reason, we are faced with two purely applied mathematical disciplines, and mathematicians use mathematical theories, computational methods, algorithms, and the latest computer gains to solve economic, engineering, physics and commercial issues.

The math at the university level has two fields, practical applied and pure math. The math of the two groups are not completely different from one another and are overlapping each other and, of course, these two tendencies differ approximately in 16 or 17 units of the curriculum and are very different. Are not alien With the development of new foundations and the detection of uncovered relationships between existing mathematical rules, mathematicians develop the knowledge of mathematics. Although they seek to extend basic knowledge without necessarily examining their applications, such an absolute knowledge is a useful strategy in creating And advancement of many engineering and scientific achievements. The sheer tendency toward a more difficult application and more specialized lessons is a very interesting discipline and very enjoyable lessons. A general topology, which is about a particular space called topological space, and With a series of definitions and then the amazing features of these spaces.

Algebra 2, linear algebra, geometry, localized differential from other very sweet lessons in this trend (pure mathematics). The purely mathematical degree in our undergraduate market has a lot of work and is taught to some banks and some of the institutions are limited and one of the applications of this field is FBI for fingerprinting the criminals. This is done by software. One of the prerequisites for this is the linear algebra, and another striking aspect of this field is the interesting topic of fractals.

Applied mathematics is the only form of a great jewel. Applied mathematics is generally referred to as a branch of mathematics that has a definite scientific application. On the other hand, applied mathematicians, using mathematical ideas and methods, such as computational methods and mathematical modeling, formulate and solve practical problems in business, government, Engineering, social science, physics and life affairs.

Applied mathematicians who are involved in industrial research and development may solve problems by creating or strengthening mathematical methods. A group of mathematicians called codecs analyzes and discovers coding systems that are coded through They are exchanged for military, political, financial, or legal information. Applied mathematicians begin with a practical problem, separate the components of the desired operation in the intellectual, and then convert the components into mathematical variables.

Mathematicians often deal with prototyping by computer-based solutions to analyze the relationships between variables. It often happens that applied mathematicians collaborate on a variety of issues with other people working in the organization. They are often part of a team of different science professionals that may include economists, engineers, and others.

Most people who have a bachelor's or master's degree who work in the private industry must have comprehensive information in computer programming because most computations and mathematical modeling are done by computer and people who are hired. Not as a mathematician but as a computer programmer, system analyst, or computer engineer.

Mathematicians, in addition to the power to argue that for the diagnosis of analysis and the application of mathematical principles in solving technical problems, must also have communication skills, because mathematicians must enter into discussions with people who have not sufficient knowledge of mathematics. The most successful job seekers are those who can apply math basics to real-life issues and lack good communication, group, and computing skills.