16286

14535

كارشناسي ارشد

ذرات بنيادي

اصفهان : دانشگاه صنعتي اصفهان

1399

نه، 66ص.: مصور، جدول، نمودار

فرهنگ لران

مسلم زارعي

واژه نامه

فرهاد شهبازي، بهروز ميرزا

1399/11/13

كتابنامه

فيزيك

فيزيك

1399/11/19

2667284

A review of supersymmetric algebra N 1 and Maxwell s theory of electromagnetism Soroush Azizpour Dashtmian soroushazizpour@ph iut ac ir January 13 2021 Department of Physics Isfahan University of Technology Isfahan 84156 83111 Iran University Code IUT 77142 Degree M S c Language Farsi supervisor Dr Farhang Loran loran@iut ac ir Abstract We first consider Lorentz transformations which use these transfor mations to review events in the light cone that are divided into two categories space like and time like and the relationship between them as well as Lorentz transformations for calculations We review the sum of the velocities Invariant and covariant tensors and the multiplication properties of these tensors can be used to study the specific geometry of space time and by introducing the rotation and oscillation parameters we review the conversion matrix The Lagrange and Hamiltonian equations are a suitable way to obtain the equation of motion of a free particle which we study the canonical stress tensor using the Hamiltonian density By synchronization the canonical stress tensor and using the conservation laws we review the symmetric stress tensor in the presence and absence of the current source The concept of operator index is used to study the boson and fermion states of Hilbert space in supersymmetric failure and by defining new fermion operators we study new states Graduated and Lorentz homogeneous group algebra is a suitable solution for the study of supersymmetric algebra and we study supersymmetric algebra using the Haag Lopuszanski Sohnius theorem at N 1 Keywords Light Cone Operator Index Supersymmetric Failure Canonical Stress Tensor

فرهنگ لران

مسلم زارعي

فرهاد شهبازي، بهروز ميرزا