Innately transitive subgroups of wreath products in product action. Trans. Amer. Math. Soc.  358, pages 1619-1641, 2006.

• Michael Aschbacher. Overgroups of primitive groups. J. Austral. Math. Soc. 87, pages 37-82, 2009.
• Michael Aschbacher. The subgroup structure of finite alternating and symmetric groups. Lecture notes for the Summer School on Finite Groups and Related Geometrical Structures, 2008.
  

Generalised sifting in black-box groups.  LMS J. Comput. Math. 8:217-250, 2005.

• P. E. Holmes, S.A. Linton, E. A. O’Brien, A. J. E. Ryba, R. A. Wilson. Constructive membership testing in black-box groups. J. Group Theory, 11, pages 747-763, 2008.
  
• Ákos Seress. A unified approach to computations with permutation and matrix groups. Proc. International Congress of Mathematicians held in 2006 in Madrid, pages 245-258. European Mathematical Society, 2006.
  
• E. A. O'Brien. Towards effective algorithms for linear groups.  Finite Geometries, Groups and Computation, (Colorado), September 2004. Walter de Gruyter, Berlin, 2006, pp. 163-190.
  

• Bettina Eick. Computing automorphism groups and testing isomorphisms for modular group algebras. J. Algebra 320:3895-3910, 2008.
  
• Markus Stroppel. The Klein Quadric and the classification of nilpotent Lie algebras of class two. J. Lie Theory 18(2):391-411, 2008.
  
• H. Strade. Lie algebras of small dimension.  In Yi-Zhi Huang and  Kailash C Misra  (eds) Lie algebras, vertex operator algebras and their applications, Proceedings of a conference in honor of James Lepowsky and Robert Wilson, 2005, with K. Misra, Contemporary Mathematics, Vol. 442, Amer. Math. Soc., Providence, 2007. .
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• Martin Hertweck and Marcos Soriano. On the modular isomorphism problem: groups of order 2^6.  Contemporary Math. vol. 420, (Groups, Rings & Algebras; Papers in Honor of Donald S. Passman's 65-th Birthday. Edited by: W. Chin, J. Osterburg, and D. Quinn), pages 141-161, 2006.  
  

• J.Gildea, The Special Circulant Matrix and Units in Group Rings, Acta Mathematica Academiae Paedagogiace Nyiregyhaziensis, vol.24, to appear.
  
• J.Gildea, On The Order of U(F_2^k D₁₀) when 5 | (2^k-1), Proceedings of the 5th International Conference of Applied Mathematics and Computing (Plovdiv, August 2008), to appear.
• M. Gupta. Weight of a group and unit group of group rings. PhD thesis, Indian Institute of Technology Delhi (IITD), 2008.
  
• Gabriela Olteanu and Ángel del Río. An algorithm to compute the Wedderburn decomposition of semisimple group algebras implemented in the GAP package wedderga. To appear in J. Symbolic Comput.
  
• Zsolt Balogh, Yuanlin Li. On the derived length of the group of units of a group algebra, J. Algebra Appl. 6 (6), pages  991--999, 2007.
• M. Salim. Torsion units in the integral group ring of the alternating group of degree 6, Comm. Algebra 35 (12), pages 4198--4204, 2007.
• Martin Hertweck. A note on the modular group algebras of odd p-groups of M-length three. Publ. Math. (Debrecen). 71(1-2):83-93, 2007.
  
• Tibor Juhász. On the Derived Length of Lie Solvable Group Algebras. PhD thesis, University of Debrecen, 2006.
• Martin Hertweck and Marcos Soriano. On the modular isomorphism problem: groups of order 2^6. Contemporary Math. vol. 420, (Groups, Rings & Algebras; Papers in Honor of Donald S. Passman's 65-th Birthday. Edited by: W. Chin, J. Osterburg, and D. Quinn), pages 141-161, 2006.
• W.Kimmerle. On the prime graph of the unit group of integral group rings of finite groups. In Groups, rings and algebras, p.215-228, Contemp. Math., 420, Amer. Math. Soc., Providence, RI, 2006. 
• Zsolt Balogh. Filtered multiplicative basis and group of units of group algebras. PhD thesis, University of Debrecen, 2005.
• E.Spinelli. Lie properties of modular group algebras and restricted universal enveloping algebras. PhD thesis, University of Lecce, 2005.
• Christian Höfert and Wolfgang Kimmerle. On Torsion Units of Integral Group Rings of Groups of Small Order. In: Groups, Rings and Group Rings, ed. by A.Giambruno, C.P.Milies and S.K.Sehgal, Vol. 248 Series of Lect. Notes in Pure Math., 243 -- 252, Chapman & Hall 2006.

• Michael Aschbacher. Overgroups of primitive groups. J. Austral. Math. Soc. 87, pages 37-82, 2009.
  
• Michael Aschbacher. The subgroup structure of finite alternating and symmetric groups. Lecture notes for the Summer School on Finite Groups and Related Geometrical Structures, 2008. 
• Manuel Maia and Miguel Mendez. On the arithmetic product of combinatorial species. Discrete Math.,  308(23), pages 5404-5427, 2008.
  
• Geoffrey Pearce. Products of Graphs and Groups. Honours Dissertation, The University of Western Australia, 2004.
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Identifying Cartesian decompositions preserved by transitive permutation groups. Algebra Colloq. 11:1-10, 2004.

• Geoffrey Pearce. Products of Graphs and Groups. Honours Dissertation, The University of Western Australia, 2004.
• John Bamberg. Innately transitive groups. PhD Thesis, The University of Western Australia, 2003.

• Ernie Stitzinger and Laurie Zack. Realizations of the complex nilpotent Lie algebras with small second derived quotient. Electronic J. Linear Algebra. 18:513-515,. 2009.
• Yakov Berkovich. Groups of Prime Power Order, Vol I. Walter De Gruyter Inc, 2008.
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• Laurie M. Zack. Nilpotent Lie algebras with a small second derived quotient. Comm. Algebra, 36:4607--4619, 2008.
• Laurie Zack. Nilpotent Lie algebras with a small second derived quotient. PhD Thesis, North Carolina State University, 2007.
  

The Entropy of Graded Algebras. J. Algebra 223:85-100, 2000.

• Erika Damian. Minimal presentations for a loop Lie algebra of sl₃(C). Preprint.
• Erika Damian. Looking for examples of finitely presented Lie algebras with entropy one.  Preprint.
• A. Jaikin-Zapirain. On the verbal width of finitely generated pro-p groups.  Revista Matemática Iberoamericana, 168, pages 393-412, 2008.
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• V. M. Petrogradsky. Enumeration of algebras close to absolutely free algebras and binary trees. J. Algebra 290:337--371, 2005.
  
• Miklós Abért and Bálint Virág.Dimension and randomness in groups acting on rooted trees. J. Amer. Math. Soc. 18:157-192, 2005.
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• R.I. McLachlan, B. Ryland. The algebraic entropy of classical mechanics. J. Math Physics, 44:30-71, 2003.
• Erika. Damian. Loop Lie algebras which are sl₂(C)-modules. PhD Thesis, The University of Trento, Italy, 2003.
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• Jan Snellman. Bounds for the entropy of graded algebras. Preprint, 2002.
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Some results on the derived series of finite p-groups. PhD Thesis, The Australian National University, 2000.

• Laurie M. Zack. Nilpotent Lie algebras with a small second derived quotient. Comm. Algebra, 36:4607--4619, 2008.
  
• S. P. Glasby. Solvable groups with a given solvable length, and minimal composition length. J. Group Theory, 8:339--350, 2005.
• Lisa Marie Wood. On the solvable length of associative algebras, matrix groups and Lie algebras. PhD Thesis, North Carolina State University, 2004.

On the derived subgroup of a finite p-group. Austral. Math. Soc. Gazette, 26:232-237, 1999.

• Yakov Berkovich. Groups of Prime Power Order, Vol I. Walter De Gruyter Inc, 2008.
• Yakov Berkovich and Zvonimir Janko. Groups of Prime Power Order, Vol II. Walter De Gruyter Inc, 2008.
• S. P. Glasby. The shape of solvable groups with odd order. Proceedings of the conference Groups St Andrews 2005 (Eds: CM Campbell, MR Quick, EF Robertson, GC Smith),  London Mathematical Society Lecture Notes Series, volume 340, pages 432--437, Cambridge University Press, 2007.
  
• S. P. Glasby. Solvable groups with a given solvable length, and minimal composition length. J. Group Theory. 8:339--350, 2005.

On the soluble length of groups with prime-power order. Bull. Austral. Math. Soc. 59:343-346, 1999.

• Lisa Wood Bradley and Ernie L. Stitzinger. Class, dimension and length in nilpotent Lie algebras. Electronic J. Linear Algebra. 17:429-434,. 2007.
  
• S. P. Glasby. The shape of solvable groups with odd order. Proceedings of the conference Groups St Andrews 2005 (Eds: CM Campbell, MR Quick, EF Robertson, GC Smith),  London Mathematical Society Lecture Notes Series, volume 340, pages 432--437, Cambridge University Press, 2007.
  
• S. P. Glasby. Solvable groups with a given solvable length, and minimal composition length. J. Group Theory. 8:339--350, 2005.
• Peter M. Neumann. The context of Burnside's contribution to group theory. The collected papers of William Burnside, Cambridge University Press, 2004.
• Lisa Marie Wood. On the solvable length of associative algebras, matrix groups and Lie algebras. PhD Thesis, North Carolina State University, 2004.
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Computing Nilpotent Quotients in Finitely Presented Lie Rings. Discrete Mathematics & Theoretical Computer Science 1:1-16, 1997.

• Serena Cicalo and Willem de Graaf. Non-associative Gröbner bases, Finitely-presented Lie rings and the Engel condition II. To appear in J. Symbolic Comput.
  
• Serena Cicalo, Constructing n-Engel Lie rings. PhD Thesis, Universita degli Studi di Trento, 2008.
  
• Serena Cicalo and Willem de Graaf. Non-associative Gröbner bases, Finitely-presented Lie rings and the Engel condition. ISSAC 2007, 100--107, ACM, New York, 2007.
• Jan-Erik Roos. The homotopy Lie algebra of a complex hyperplane arrangement is not necessarily finitely presented. Experiment Math., 17(2):129-144, 2008.
• Erika Damian. Loop Lie algebras which are sl₂(C)-modules. PhD Thesis, The University of Trento, Italy, 2003.
• C. Löfwall and J.-E. Roos, A nonnilpotent 1-2-presented graded Hopf algebra whose Hilbert series converges in the unit circle. Adv. Math. 130:161—200, 1997.

Other

• Paul R. Hafner. On the Graphs of Hoffman-Singleton and Higman-Sims. The Electronic J. Combinatorics. vol. 11, 2004.