Books
C. Vârsan, C. Sburlan, Fundamentals of mathematical physics equations and elements of differential equations (in Romanian), Ed. Ex Ponto, Constanţa, 2000, ISBN 973-8227-10-0;
C. Flaut, C. Sburlan, D. Sburlan, Mathematical tests for grades VIII-XII (in Romanian), Ed. Ex. Ponto, Constanţa, 2001, ISBN 973-8227-27-5.
Research Articles in Journals and Proceedings
C. Sburlan, A mathematical note about a FLRW universe embedded in a universe without time, An. St. Univ. Ovidius Constanta, Ser. Mat., Volume XXXIII, fascicola 3, 2025;
D.F. Sburlan, C. Sburlan, A. Bobe, „Tech Trend Analysis System: Using Large Language Models and Finite State Chain Machines”, Electronics, 14(11) 2191, 2025;
C. Sburlan, D.F. Sburlan, Parallel Multiset Rewriting Systems with Distorted Rules, Processes, vol. 9(2), 2021;
C. Sburlan, Numerical Discrete Algorithm for some nonlinear problems, An.St. Univ. Ovidius Constanta, Ser.Mat., vol. 17(3), Special issue containing some of the papers presented at the 5-th Conference ”Dynamical Systems and Applications”, Constanta, 2009, p. 251—262.
C. Sburlan, On the Solvability of Navier-Stokes Equations II, Bulletin of the Transilvania University of Braşov, vol. 13(48), Series B1, Braşov, Romania, 2006, p. 321—329, ISSN1223-964X;
C. Sburlan, An Optimal Method of Galerkin Type for Diffusion-Dispertion Problems, An.St. Univ. Ovidius Constanta, Ser.Mat., Vol. XII, fascicola 1, 2004, p. 91—98, ISSN 12223-723x;
C. Sburlan, S.Fulina, A Numerical Method for Elliptic Problems, An.St. Univ. Ovidius Constanta, Ser.Mat., Vol. XI, fascicola 1, 2003, p. 195—202, ISSN 12223-723x.
C. Sburlan, On the solvability of Navier-Stokes Equations I, in vol. Mathematical Modeling of Environmental and Life Science Problems (Constanta 2005), Ed. Acad. Rom., Bucharest, 2006, p. 223—230, ISBN 973-27-1358-5;
C. Sburlan, S. Sburlan, A Coincidence Degree for Bifurcation Problems with Applications in Mechanics of Continua, in vol. New Trends in Continuous Mechanics, Ed. Theta, Bucharest, 2005, p. 249—255, ISBN 973-85432-5-8;
C. Sburlan, S. Sburlan, Bifurcations for Resonance Problems, A XIX-a sesiune de comunicari "NAV-MAR-EDU 2005", 2005.
C. Sburlan, An Optimal Projection Method for Elastic Equilibrium Problems, Bull. PAMM-2043, Technical University Budapest, 2004, p. 55—64, ISSN 0133-3526;
C. Sburlan, S. Sburlan, New Aspects For Bifurcation Problems in Continuous Mechanics, Conference GAMM Dresden 2004, in Proceedings of Applied Mathematics and Mechanics, vol..4 (1), 2004, p. 582—583, ISSN 1617-7061;
C. Sburlan, S. Sburlan, A Coincidence Degree for Bifurcation Problems with Applications to Steady State Flow, GAMM Conference Padova 2003, în Proceedings of Applied Mathematics and Mechanics, vol. 3 (1), 2003 , p. 474—475, ISSN 1617-7061;
C. Sburlan, Topological Methods for Euler Equation, Bull. PAMM-2040, Technical University Budapest, 2003, p. 115—120, ISSN 0133-3526;
C. Sburlan, S. Sburlan, Steady State Flow on Unbounded Domains, Bull. PAMM-2041, Technical University Budapest, 2003, p. 576—598, ISSN 0133-3526;
C. Sburlan, S. Sburlan, Metode topologice în mecanica continuului, CEROPA 2003 (Prima Conferinţă de Cercetări Operaţionale şi Aplicaţii), Constanţa, 2003;
C. Sburlan, S. Sburlan, Bifurcation Problems in Continuous Mechanics. A Topological Approach, în vol. Proceedings of the 10th Symposium of Mathematics and its Applications, Univ. Timişoara, 2003, p. 504--511;
C. Sburlan, S. Sburlan, Topological Degree Approach to Steady State Flow, in Analysis and Optimization of Differential Systems, Ed. Kluwer Academic Publishers, 2002, p. 369—374, ISBN 1-4020-7439-5;
C. Sburlan, S. Sburlan, Fourier Method for Stokes Equation, Bull. PAMM-2039, Technical University Budapest, 2002, p. 159—164, ISSN 0133-3526;
C. Sburlan, S. Sburlan, Fourier Method for Evolution Problems, Bull. PAMM-2038, Technical University Budapest, 2002, p. 27—35, ISSN 0133-3526.