Salvatore De Vincenzo HIGHER EDUCATION Doctor of Science (in Physics). Magister Scientiarum of Science (in Physics). Licentiate in Physics.

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1 CV Salvatore De Vincenzo Universidad Central de Venezuela (UCV), Facultad de Ciencias, Escuela de Física, Departamento de Física, Oficina 243, Urbanización Valle Abajo, Avenida Los Ilustres, Caracas 1041, Venezuela HIGHER EDUCATION Doctor of Science (in Physics). (Sc.D.) UCV. Nov Title of Sc.D. thesis: "Model problems, boundary conditions, symmetries and tensorial aspects in the Dirac Theory in (1+1) dimensions" (in Spanish). My thesis supervisor was Dr. Vidal Alonso. Magister Scientiarum of Science (in Physics). (M.Sc.) UCV. Jun Title of M.Sc. thesis: "Dirac particle and boundary conditions" (in Spanish). My thesis supervisor was Dr. Vidal Alonso. Licentiate in Physics. (Lic. >B.Sc.) UCV. Dec Title of licentiate thesis: "On the boundary conditions and the non-relativistic limit of the Dirac spinor" (in Spanish). My thesis supervisors were Drs. Luigi Mondino and Vidal Alonso. EMPLOYMENT Titular or Full Professor at the Physics Department, UCV (Since Jun. 2014). [Formally retired Professor since Nov. 07, 2017.] Associate Professor at the Physics Department, UCV (Nov Jun. 2014). Aggregate Professor (Assistant/Associate) at the Physics Department, UCV (Jan Nov. 2008). Assistant Professor at the Physics Department, UCV (Oct Jan. 2002). Instructor Professor at the Physics Department, UCV (Sep Oct. 2000). Instructor Professor (under contract) at the Physics Department, UCV (Nov Nov. 1996, CONICIT-UCV, and Nov Sep. 1997, UCV). Temporary Professor at the Physics Department, UCV (Oct Feb and Apr Oct. 1994). Teaching Assistant at the Physics Department, UCV (May Apr. 1990). RESEARCH INTERESTS I could carry out projects related to the following topics: Relativistic quantum mechanics: Tensorial theories in (1+1) dimensions. Applications in model problems (Particle in a one-dimensional box. Point interactions). Tensorial aspects in Dirac SUSY QM. Dirac operators. Ehrenfest-type theorems. Self-adjoint extensions of Dirac operators in (1+1) dimensions. Quantum wires and Graphs. The equation for the Majorana particle or fermion. The Majorana equation (or the equation for the hypothetical Majoranons): solutions, boundary conditions, and connections with other equations. The 1

2 Majorana equation for particles of arbitrary spin. Non-relativistic quantum mechanics: Boundary conditions in model problems (Particle in a one-dimensional box. Point interactions). Supersymmetric quantum mechanics (SUSY QM) and its relation with local observables. Ehrenfest-type theorems. SUSY QM with point interactions. Singular potentials. Self-adjoint extensions of Schrödinger operators in one dimension. Classical-quantum connections in model problems. Quantum wires and Graphs. Graduate and undergraduates could easily be involved in these research projects. CURRENT PROJECTS A remark on the equation for the Majorana fermion in response to a recent paper, In A note on the equations for the Majorana particle in (1+1) and (3+1) dimensions, In Some contributions in the Majorana relativistic wave mechanics of a single particle in one spatial dimension, In The average value of the external classical force operator in a barrier: comparison between the Schrödinger, Klein-Gordon, and Dirac cases, In The one-dimensional hydrogen atom: classical and quantum aspects, In SUSY QM in model problems which use Dirac s delta potentials and their derivatives, In On the electric field at the surface of a conducting sphere, To be submitted for publication (2018). On the spectrum for the Schrödinger Hamiltonian in a box, In PUBLICATIONS IN REFEREED JOURNALS 26. General boundary conditions for a Majorana single-particle in a box in (1+1) dimensions, (with C. Sánchez) To be published in Physics of Particles and Nuclei Letters, No. 3 (2018). 25. One-dimensional point interactions and bound states, (with C. Sánchez) Revista Mexicana de Física E. 62, 117 (2016). 24. Operators and bilinear densities in the Dirac formal 1D Ehrenfest theorem, Journal of Physical Studies. 19, 1003 (2015). 23. Changes of representation and general boundary conditions for Dirac operators in 1+1 dimensions, Revista Mexicana de Física. 60, 401 (2014). 22. Classical path from quantum motion for a particle in a transparent box, Revista Brasileira de Ensino de Fisica. 36, 2313 (2014). 21. On average forces and the Ehrenfest theorem for a particle in a semi-infinite interval, Revista Mexicana de Física E. 59, 84 (2013). 20. On time derivatives for ˆx and ˆp : formal 1D calculations, Revista Brasileira de Ensino de Fisica. 35, 2308 (2013). 19. Confinement, average forces, and the Ehrenfest theorem for a one-dimensional particle, PRAMANA, Journal of Physics. 80, 797 (2013). 18. Classical-quantum versus exact quantum results for a particle in a box, Revista Brasileira de Ensino de Fisica. 34, 2701 (2012). 17. Point interactions: boundary conditions or potentials with the Dirac delta function, (with C. Sánchez) Canadian Journal of Physics. 88, 809 (2010). 16. Some results for a particle in a box and their SUSY partners, Fizika B (Zagreb). 17, 379 (2008). 2

3 15. On the nondegeneracy theorem for a particle in a box, Brazilian Journal of Physics. 38, 355 (2008). 14. Impenetrable barriers in quantum mechanics, Revista Mexicana de Física E. 54, 1 (2008). 13. SUSY QM in a one-dimensional box and local observable quantities, Chinese Physics Letters. 23, 1969 (2006). 12. SUSY QM with a complex partner potential in a one-dimensional box, (with V. Alonso) Physics Letters A. 298, 98 (2002). 11. Tensorial theory of relativistic quantum mechanics in (1+1) dimensions, (with V. Alonso and L. Mondino) Ciencia. 9, 433 (2001). 10. Ehrenfest theorem and Bohm s quantum potential in a one-dimensional box, (with V. Alonso and L.A. González-Díaz) Physics Letters A. 287, 23 (2001). 9. Boundary conditions and the Dirac spinor, (with V. Alonso and L. Mondino) Ciencia. 9, 58 (2001). 8. General boundary conditions for a Dirac particle in a box, (with V. Alonso) Ciencia. 9, 50 (2001). 7. Delta-type Dirac point interactions and their non-relativistic limits, (with V. Alonso) International Journal of Theoretical Physics. 39, 1483 (2000). 6. Ehrenfest-type theorems for a one-dimensional Dirac particle, (with V. Alonso) Physica Scripta. 61, 396 (2000). 5. On the Ehrenfest theorem in a one-dimensional box, (with V. Alonso and L. González-Díaz) Nuovo Cimento B. 115, 155 (2000). 4. Some remarks about the free Dirac particle in a one-dimensional box, (with V. Alonso) Journal of Physics A: Mathematical and General. 32, 5277 (1999). 3. Tensorial relativistic quantum mechanics in (1+1) dimensions and boundary conditions, (with V. Alonso and L. Mondino) Foundations of Physics. 29, 231 (1999). 2. General boundary conditions for a Dirac particle in a box and their non-relativistic limits, (with V. Alonso) Journal of Physics A: Mathematical and General. 30, 8573 (1997). 1. On the boundary conditions for the Dirac equation, (with V. Alonso and L. Mondino) European Journal of Physics. 18, 315 (1997). CONFERENCE PRESENTATIONS Supersymmetric quantum mechanics with a complex partner potential in a onedimensional box, 3rd Meeting of the Venezuelan Physical Society. Caracas, Venezuela. Dec Condiciones de frontera generales para una partícula de Dirac en una caja y sus límites no-relativistas, 1st Venezuelan Congress of Physics. Ciudad de Mérida, Estado Mérida, Venezuela. Dec Teoría tensorial mecánico cuántico relativista en (1+1) dimensiones y condiciones de frontera, 1st Venezuelan Congress of Physics. Ciudad de Mérida, Estado Mérida. Venezuela. Dec Sobre las condiciones de frontera para la ecuación de Dirac, 1st Venezuelan Congress of Physics. Ciudad de Mérida, Estado Mérida, Venezuela. Dec TEACHING EXPERIENCE I am teaching (Sep Jan. 2018): Quantum Mechanics (upper undergraduate level). Also in the past I taught: 3

4 Special Topics (graduate level). Introduction to Relativistic Quantum Mechanics (graduate level). Selected Topics of Quantum Mechanics (graduate level). Quantum Mechanics I (graduate level). Classical Mechanics (upper undergraduate level). Mathematical Methods of Physics II (upper undergraduate level). Applications to Physics for Mathematicians (upper undergraduate level). And also: Quantum Physics I (lower undergraduate level). Electricity and Magnetism (lower undergraduate level). Mechanics (lower undergraduate level). General Physics I, II and III (lower undergraduate level). AWARDS, HONORS, MEMBERSHIPS AND GRANTS Order José María Vargas, in its third class Medal of the Order (Mar. 2012). Member of the SPI (System of Promotion of the Researcher - Venezuela) in the second level (Jan Dec. 2010). [In 2011 the SPI was eliminated by the Venezuelan regime.] Member of the Italian Physical Society (SIF) since Received a CDCH-UCV (Council of Scientific and Humanistic Development) research grant: PI (Jan. 2006). Member of the SPI (System of Promotion of the Researcher - Venezuela) in the first level (Jul Dec. 2003, Jan Dec. 2008). Member of the Venezuelan Physical Society (SVF) since In December 2000, during the awarding of the medals to the 19 graduate students in the second class at the Faculty of Science (UCV) - he was one of them -, he gave the speech on behalf of the graduates. It is noteworthy that he was chosen for his academic merits. Doctoral thesis awarded with a Mention of honor (Nov. 2000). Received a CDCH-UCV (Council of Scientific and Humanistic Development) research grant: PG (Mar. 1999). Member of the SPI (System of Promotion of the Researcher - Venezuela) in the candidate level (Jul Jul. 2001). Maximum grade in the (public) written and oral exam which provided him a permanent position (tenure) at the UCV. Final mark: 20/20 (Sep. 1997). [In Venezuela a grade point average ranges from 0 to 20 points, being 20 the highest.] M.Sc. thesis awarded with a Mention of honor (Jun. 1996). Received CONICIT (National Council of Scientific and Technological Investigations Venezuela) Fellowship (Jan Mar. 1995). MISCELLANEA Referee for various international journals, including among others: Journal of Physics A: Mathematical and Theoretical, Chinese Journal of Physics, Physics Letters A, Revista Mexicana de Física, Revista Brasileira de Ensino de Física. So far supervisor of one Licentiate thesis at the UCV (May. 2011), and member of the examining committee (or jury) of five (physics) Licentiate thesis at the UCV. Current coordinator of the Quantum Mechanics, Relativity and Fields Research Group in the Physics Department, at the UCV. 4

5 A LITTLE MORE ABOUT ME About my personal life, I will say that I am just 50 (but all say: You don't look your age at all!), I have a sweet wife, her name is Valedith Cusati. She is a Chemical Engineer of the UCV and a wonderful pastry chef. I enjoy so much to teach physics, specially quantum mechanics and mathematical methods. I love to study the mathematics of the so-called model problems (these are very suitable for simulating quantum phenomena). I have inquired into the role of boundary conditions in the definition of differential operators. I have also investigated about the role of certain currents and fields in the (Dirac) relativistic quantum dynamics. I have studied the so-called (non-relativistic) supersymmetric quantum mechanics but in terms of real currents and fields. I speak Spanish and Italian, and my English is good (Spanish is my mother tongue). I am very familiar with the Internet, and the programs MS Office, Expression Web, Maple, LyX, LaTeX, TeX and Scientific WorkPlace, among others. I am a very enthusiastic and idealistic person. I love soccer, traveling, make pizzas, go to the beach and watch news on TV, these are my hobbies. I am always eager to know new people also working in physics. DETAILED PERSONAL DATA Name: Salvatore Surnames: De Vincenzo Moreno Date of birth: 10/19/1967 Birthplace: Caracas, D. F. Venezuela Citizenship: Venezuelan and Italian Civil status: Married Personal URL: s: (1) salvatore.devincenzo@ucv.ve, (2) svincenz@fisica.ciens.ucv.ve, Twitter: Google Scholar: ResearchGate: Academia.edu: Current occupation: Titular or Full Professor at UCV [Formally retired Professor since Nov. 07, 2017.] Profession: Theoretical Physicist Current work address: Universidad Central de Venezuela (UCV), Facultad de Ciencias, Escuela de Física, Departamento de Física, Oficina 243, Urb. Valle Abajo, Av. Los Ilustres, Caracas 1041, Venezuela Laboratory URL: Correspondence address: Apartado Postal 47145, Los Chaguaramos, Caracas 1041-A, Venezuela Salvatore De Vincenzo - Date: 01/25/2018 5

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