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Tah Poe Seminar Series LIV No.5 – Characterizing 1D Klein-Fock-Gordon-Majorana particles
October 20, 2023 @ 1:30 pm - 2:30 pm
🛎 ขอเชิญเข้าร่วมฟังการบรรยาย #สัมมนาท่าโพธิ์ อนุกรมที่ 54 ลำดับที่ 5
📌 Date: October 20, 2023, 13:30~14:30
📌 Venue : The Academia Room (TA212, IF) (with online broadcasting)
📌 Speaker: Prof. Salvatore De Vincenzo, Sc.D. in Physics, Universidad Central de Venezuela, Venezuela. (Researcher and Lecturer at IF, Naresuan Univ., Thailand)
📌 Title: ” Characterizing 1D Klein-Fock-Gordon-Majorana particles ”
📌 Abstract: Theoretically, in (1+1) dimensions, one can have Klein-Fock-Gordon-Majorana (KFGM) particles. More precisely, these are one-dimensional (1D) Klein-Fock-Gordon (KFG) and Majorana particles at the same time. In principle, the wave equations considered to describe such first quantized particles are the standard 1D KFG equation and/or the 1D Feshbach-Villars (FV) equation, each with a real Lorentz scalar potential and some kind of Majorana condition. In this talk, we analyze entirely and systematically the latter assumption; additionally, we introduce specific equations and boundary conditions to characterize these particles. In fact, we write first order in time equations that do not have a Hamiltonian form. We may refer to these equations as the first-order 1D Majorana equations for the 1D KFGM particle. Moreover, each of them leads to –let us say– a (complex) second order in time 1D Majorana equation. In closing, we briefly discuss the nonrelativistic limit of one of the first-order 1D Majorana equations.
📌 IF Channel : https://www.youtube.com/watch?v=bG_wwKqXBJo
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