The residual spectrum of
Eisenstein series on quaternion Half-space.
Selberg Zeta function on an exceptional domain.
Eisenstein series on quaternion half-space of degree N.
The Tutte Polynomial. (Short Communication).
The Tutte Polynomial.
Structure theory for geometric lattices
Geometric duality
Second moments of holomorphic Hilbert modular forms and subconvexity
Functoriality and number of solutions of congruences
Exceptional modular form of weight 4 on an exceptional domain contained in C.
Resnikoff [12] proved that weights of a non trivial singular modular form should be integral multiples of 1/2, 1, 2, 4 for the Siegel, Hermitian, quaternion and exceptional cases, respectively. The θ-functions in the Siegel, Hermitian and quaternion cases provide examples of singular modular forms (Krieg [10]). Shimura [15] obtained a modular form of half-integral weight by analytically continuing an Eisenstein series. Bump and Bailey suggested the possibility of applying an analogue of Shimura's...
Models of Self-Organizing Bacterial Communities and Comparisons with Experimental Observations
swarms rapidly over the surface of a synthetic medium creating remarkable hyperbranched dendritic communities. Models to reproduce such effects have been proposed under the form of parabolic Partial Differential Equations representing the dynamics of the active cells (both motile and multiplying), the passive cells (non-motile and non-growing) and nutrient concentration. We test the numerical behavior of such models and compare them...
Rounding errors in alternating direction methods for parabolic problems
Symmetric cube -functions for are entire.
Dihedral and cyclic extensions with large class numbers
This paper is a continuation of []. We construct unconditionally several families of number fields with large class numbers. They are number fields whose Galois closures have as the Galois groups, dihedral groups , , and cyclic groups , . We first construct families of number fields with small regulators, and by using the strong Artin conjecture and applying some modification of zero density result of Kowalski-Michel, we choose subfamilies such that the corresponding -functions are zero free...
Local Galerkin and adjoint local Galerkin procedures for elliptic equations
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