Publications

Here are my publications:

Submitted:

[8] A classification of barycentrically associative polynomial functions (J.-L. Marichal, P. Mathonet, J. Tomaschek), submitted, arxiv.

[7] On capital stocks related to reciprocal shareholdings, (E. Petritz, J. Schwaiger, J. Tomaschek), submitted.

Refereed Publications:

[6] A remark on Schröder's equation: Formal and analytic linearization of iterative roots of the power series f(z)=z, (L. Reich, J. Tomaschek), Monatshefte für Mathematik, online first, DOI 10.1007/s00605-013-0601-3. (to the article)

[5] Associative Formal Power Series in Two Indeterminates, (H. Fripertinger, L.Reich, J. Schwaiger, J. Tomaschek), Semigroup Forum 88 (2014), 529-540. (to the article)

[4] On a functional-di fferential equation of A. F. Beardon and functional-di fferential equations of Briot-Bouquet type, (L.Reich, J. Tomaschek), Comput. Methods Funct. Theory 13 (2013), 383-395. (postprint, to the article)

[3] On the characterization of generalized Dhombres equations having non constant local analytic or formal solutions, (L.Reich, J. Tomaschek), Annales Univ. Sci. Budapest., Sect. Comp. 41 (2013), 281-294. (open access article, to the journal)

[2] Some Remarks to the Formal and Local Theory of the Generalized Dhombres Functional Equation, (L.Reich, J. Tomaschek), Results Math. 63 (2013), 377-395. (postprint, to the article)

[1] Formal solutions of the generalized Dhombres functional equation with value one at zero, (J. Tomaschek, L.Reich), Aequat. Math 83 (2012), 117-126. (postprint, to the article)

Refereed/Submitted Conference Contributions:

[3] Generalized Dhombres equations in the complex domain. A survey, (L.Reich, J. Tomaschek), accepted (preprint).

[2] Local solutions of the generalized Dhombres functional equation in a neighbourhood of infinity, (J. Tomaschek, L.Reich), accepted (preprint).

[1] Some aspects of the local theory of generalized Dhombres functional equations in the complex domain, (J. Tomaschek), ESAIM: PROCEEDINGS 36 (2012), 1-14. (open access article)

Miscellaneous:

[2] Contributions to the local theory of generalized Dhombres functional equations in the complex domain, (J. Tomaschek), Grazer Math. Ber. 358 (2011), p. 72 +iv. Ph.D. Thesis.

[1] Solutions of the generalized Dhombres Equation. Solutions with value 1 in a point z₀ ≠ 0, (J. Tomaschek), Erstausgabe, Vol. 03 (2010).