Add to ORKGA generalization of Serre's $p$-adic Eisenstein series in the case of Siegel modular forms is studied and a coincidence between a $p$-adic Siegel Eisenstein series and a genus theta series associated with a quaternary quadratic form is proved
The first part of the dissertation is mainly from my first paper joint with my advisor Papanikolas a...
We establish existence theorems for the image of the normalized character map of the $p$-adic Heisen...
AbstractWe study two kinds of p-adic Hermitian Eisenstein series of degree 2 over Q(−1). It is shown...
AbstractWe prove an explicit formula for Fourier coefficients of Siegel–Eisenstein series of degree ...
AbstractWe introduce a formula for the p-adic Siegel–Eisenstein series which demonstrates a connecti...
AbstractWe study two kinds of p-adic Hermitian Eisenstein series of degree 2 over Q(−1). It is shown...
We give a formula for certain values and derivatives of Siegel series and use them to compute Fourie...
We report on recent joint work with Tonghai Yang [BY] on a conjecture of Kudla relating the arithmet...
In this Dissertation we consider stripping primes from the level of genus 2 cuspidal Siegel eigenfor...
We consider the Hermitian Eisenstein series $E^{(\mathbb{K})}_k$ of degree $2$ and weight $k$ associ...
In this paper, we have investigated the mod p kernel of the theta operator for Hermitian modular for...
This dissertation treats various topics in the theory of Siegel modular forms on congruence subgroup...
Abstract. A well known result is that if E2k is the Eisenstein series of weight 2k and 2k = 2k ′ (mo...
This thesis reports the three articles written by the author and his collaborators. These three pape...
The first part of the dissertation is mainly from my first paper joint with my advisor Papanikolas a...
The first part of the dissertation is mainly from my first paper joint with my advisor Papanikolas a...
We establish existence theorems for the image of the normalized character map of the $p$-adic Heisen...
AbstractWe study two kinds of p-adic Hermitian Eisenstein series of degree 2 over Q(−1). It is shown...
AbstractWe prove an explicit formula for Fourier coefficients of Siegel–Eisenstein series of degree ...
AbstractWe introduce a formula for the p-adic Siegel–Eisenstein series which demonstrates a connecti...
AbstractWe study two kinds of p-adic Hermitian Eisenstein series of degree 2 over Q(−1). It is shown...
We give a formula for certain values and derivatives of Siegel series and use them to compute Fourie...
We report on recent joint work with Tonghai Yang [BY] on a conjecture of Kudla relating the arithmet...
In this Dissertation we consider stripping primes from the level of genus 2 cuspidal Siegel eigenfor...
We consider the Hermitian Eisenstein series $E^{(\mathbb{K})}_k$ of degree $2$ and weight $k$ associ...
In this paper, we have investigated the mod p kernel of the theta operator for Hermitian modular for...
This dissertation treats various topics in the theory of Siegel modular forms on congruence subgroup...
Abstract. A well known result is that if E2k is the Eisenstein series of weight 2k and 2k = 2k ′ (mo...
This thesis reports the three articles written by the author and his collaborators. These three pape...
The first part of the dissertation is mainly from my first paper joint with my advisor Papanikolas a...
The first part of the dissertation is mainly from my first paper joint with my advisor Papanikolas a...
We establish existence theorems for the image of the normalized character map of the $p$-adic Heisen...
AbstractWe study two kinds of p-adic Hermitian Eisenstein series of degree 2 over Q(−1). It is shown...