[1] Lakatos P., Ciklikus csoportok koszorúszorzatáról, egyetemi doktori disszertáció, Kossuth Lajos Tudományegyetem, 1973.
[2] P. Lakatos, The structure of wreath product of two cyclic groups of prime power order (oroszul), Publicationes Mathematicae Debrecen, 22 (1975), 293-306.
[3] P. Lakatos and V. I. Sushanski, The coincidence of central series in wreath products (oroszul), Publicationes Mathematicae Debrecen, 23 (1976), 167-176.
[4] P. Lakatos, A. Pethő, Investigation of a class of abelian codes, using a computer, MTA Automatizálási Kutató Intézet Közleményei, 25 (1982), 73-91.
[5] K. Buzási, P. Lakatos and A. Pethő, Code distances of one class of group codes (oroszul), Problemy Peredachi Informacii, 17 (1981), 3-12.
angol fordítás: Problems of Information Transmission 17 (1981), 149-156.
[6] P. Lakatos, Class of nilpotency a multiple wreath product of cyclic groups of prime power order (oroszul), Publicationes Mathematicae Debrecen, 31 (1984), 153-156.
[7] P. Lakatos, Abel csoportok koszorúszorzata és azok alkalmazása az algebrai kódelméletben (oroszul), kandidátusi disszertáció, Kijevi Állami Egyetem, 1986.
[8] V. Drensky and P. Lakatos, Monomial ideals, group algebras and error correcting codes, Lecture Notes in Computer Science vol. 357, Applied Algebra, Algebraic Algorithms and Error-Correcting Codes, Springer-Verlag, 181-188.
[9] P. Lakatos, Modular group rings and wreath products of groups, Periodica Polytechnica Transportation Engineering, 19 (1991), 57-60.
[10] A. Bovdi and P. Lakatos, On the exponent of the group of normalized units of modular group algebras, Publicationes Mathematicae Debrecen, 42 (1993), 409-415.
[11] P. Lakatos, Characterizations of some classes of quasi-hereditary algebras, Comptes Rendus Mathématiques de L'Académie des Sciences La Société Royale du Canada, 18 (1996), 149-152.
[12] P. Lakatos, On construction of some classes if quasi-hereditary algebras, Communications in Algebra, 5 (1998), 1567-1576.
[13] P. Lakatos, On spectral radius of Coxeter transformation of trees, Publicationes Mathematicae Debrecen, 54 (1999), 181-187.
[14] P. Lakatos, On Coxeter polynomials of wild stars, Linear Algebra and Its Applications, 293 (1999), 159-170.
[15] P. Lakatos, On a theorem of V. Dlab, Algebras and Representation Theory, 3 (2000), 99-103.
[16] P. Lakatos, On a number theoretical application of Coxeter transformations, Rivista di Matematica della Università Parma (6), 3 (2000), 293-301.
[17] P. Lakatos, Salem numbers, PV numbers and spectral radii of Coxeter transformations, Comptes Rendus Mathématiques de L'Académie des Sciences La Société Royale du Canada, 23 (2001), 71-77.
[18] P. Lakatos, Additive functions on trees, Colloquium Mathematicum, 89 (2001), 135-145.
[19] P. Lakatos, On polynomials having zeros on the unit circle, Comptes Rendus Mathématiques de L'Académie des Sciences La Société Royale du Canada, 24 (2002), 91-96.
[20] P. Lakatos, On zeros of reciprocal polynomials, Publicationes Mathematicae Debrecen, 61 (2002), 645-661.
[21] Lakatos P., Véges dimenziós algebrák reprezentációiról és azok alkalmazásairól, habilitációs értekezés, Debreceni Egyetem, 2002.
[22] V. Dlab and P. Lakatos, On bounds of spectral radii of Coxeter transformations of wild trees, Linear Algebra and Its Applications, 365 (2003), 143-153.
[23] P. Lakatos, A new construction of Salem polynomials, Comptes Rendus Mathématiques de L'Académie des Sciences La Société Royale du Canada, 25 (2003), 47-54.
[24] P. Lakatos and L. Losonczi, On zeros of reciprocal polynomials of odd degree, Journal of Inequalities in Pure and Applied Mathematics, 4 (2003), Article 60, 8 pp.
[25] P. Lakatos and L. Losonczi, Self-inversive polynomials whose zeros are on the unit circle, Publicationes Mathematicae Debrecen, 65 (2004), 409-420.
[26] P. Lakatos and L. Losonczi, Circular interlacing with reciprocal polynomials, Mathematical Inequalities & Applications, 10 (2007), 761-769.
[27] P. Lakatos and L. Losonczi, Polynomials with all zeros on the unit circle, Acta Mathematica Hungarica, 125 (2009), 341-356.
[28] P. Lakatos, Spectral properties of Coxeter transformation, Southeast Asian Bulletin of Mathematics, 33 (2009), 1105-1112.
[29] P. Lakatos, On finite p-groups with cyclic characteristic series, Publicationes Mathematicae Debrecen, 74 (2009), 187-193.
[30] P. Lakatos, Salem numbers defined by Coxeter transformation, Linear Algebra and Its Applications, 432 (2010), 144-154.
[31] C. Hannusch and P. Lakatos, Construction of self-dual radical 2-codes of given distance, Discrete Mathematics, Algorithms and Applications 4 (2012), 1250052.