2 citations · 3 across the 10 of their papers we have counts for
13 papers
On Higher Order Weierstrass Points on
Goran Muić, Damir Mikoč
Let be the Fuchsian group of the first kind. For an even integer , we describe the space of --holomorphic differentials in term…
On degrees in family of maps constructed via modular forms
Goran Muić
This paper is a continuation of our previous works (see Muić in Monatsh. Math. 180, no. 3, 607--629, (2016)) and (Muić, Kodrnja in Ramanujan J. 55, no. 2, 393--420, (2021)) where w…
Hilbert's Irreducibility, Modular Forms, and Computation of Certain Galois Groups
Iva Kodrnja, Goran Muić
In this paper we discuss applications of our earlier work in studying certain Galois groups and splitting fields of rational functions in using Hilbe…
On --fold Holomorphic Differentials and Modular Forms
Damir Mikoč, Goran Muić
Let be the Fuchsian group of the first kind. For an even integer , we study -holomorphic differentials in terms of space of (holomorphic) cuspidal modular forms $S…
On the Schwartz space
Goran Muić, Sonja Žunar
For a connected reductive group defined over a number field , we construct the Schwartz space . This space is an adelic vers…
On Representations of Reductive --adic Groups over --algebras
Goran Muić
In this paper we study certain category of smooth modules for reductive --adic groups analogous to the usual smooth complex representations but with the field of complex numbers…
On Ideals Defining Irreducible Representations of Reductive --adic Groups
Goran Muić
Let be a reductive --adic group. Assume that is an open--compact subgroup, and is the Hecke algebra of --biinivariant complex functions on …
A Remark on a Trace Paley--Wiener Theorem
Goran Muić
In this paper we prove a version of a trace Paley--Wiener theorem for tempered representations of a reductive --adic group. This is applied to complete certain investigation of…
On primitive elements of algebraic function fields and models of
Iva Kodrnja, Goran Muić
This paper is a continuation of our previous works where we study maps from , , into constructed via modular forms of the same weight and criteria th…
Some Results on the Schwartz Space of
Goran Muić
Let be a connected semisimple Lie group with finite center. Let be a discrete subgroup. We study closed admissible irreducible subrepresentations of the space of d…
On Existence of Generic Cusp Forms on Semisimple Algebraic Groups
Allen Moy, Goran Muić
In this paper we discuss the existence of certain classes of cuspidal automorphic representations having non-zero Fourier coefficients for general semisimple algebraic group de…
Fourier Coefficients of Automorphic Forms and Integrable Discrete Series
Goran Muić
Let be the group of --points of a semisimple algebraic group defined over . Assume that is connected and noncompact. We study Fourier coe…
Integral Models of and Their Degrees
Goran Muić
In this paper we compute the degree of a curve which is the image of a mapping constructed out of three linearly independent modular forms of the…