905 results on '"11F30"'
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102. On the occurrence of large positive Hecke eigenvalues for GL(2)
103. Cancellation in the Additive Twists of Fourier Coefficients for $\mathrm{GL}_2$ and $\mathrm{GL}_3$ over Number Fields
104. On the length of global integrals for $GL_n$
105. A note on holomorphic generalized eta quotient.
106. ON THE SIMULTANEOUS SIGN CHANGES OF HECKE EIGENVALUES OVER AN INTEGRAL BINARY QUADRATIC FORM.
107. Sums of Fourier coefficients associated with Hecke cusp forms.
108. Orthogonal Eisenstein series at harmonic points and modular forms of singular weight.
109. Averages of shifted convolutions of general divisor sums involving Hecke eigenvalues.
110. Rankin–Cohen Brackets and Identities Among Eigenforms II
111. On Vanishing of Hecke Operators
112. Arithmetic Properties of Vector-Valued Siegel Modular Forms
113. A Certain Kernel Function for L-Values of Half-Integral Weight Hecke Eigenforms
114. Sign Changes of Coefficients and Sums of Coefficients of L-Functions
115. Some remarks related to Maeda's conjecture
116. Short-Interval Averages of Sums of Fourier Coefficients of Cusp Forms
117. The Second Moment of Sums of Coefficients of Cusp Forms
118. Residue of some Eisenstein series
119. A short note on sign changes and non-vanishing of Fourier coefficients of half-integral weight cusp forms.
120. Fourier coefficients of the Siegel Eisenstein series of degree 2 with odd prime level, corresponding to the middle cusp.
121. Derivatives of Eisenstein series of weight 2 and intersections of modular correspondences.
122. Some Remarks on the Saito Kurokawa Lift for Orthogonal Forms.
123. Projections of modular forms on Eisenstein series and its application to Siegel's formula.
124. A converse theorem for quasimodular forms.
125. A reduction principle for Fourier coefficients of automorphic forms.
126. Generalized divisor problem for new forms of higher level.
127. The Fourier coefficients of metaplectic theta series on GL(2) over rational function fields
128. Periods of the $j$-function along infinite geodesics and mock modular forms
129. Uniqueness of Fourier coefficients of eigenforms.
130. Symplectic Kloosterman sums and Poincaré series.
131. Averages of coefficients of a class of degree 3 L-functions.
132. Voronoi summation formula for Gaussian integers.
133. Twist-minimal trace formula for holomorphic cusp forms.
134. On the Rankin–Selberg problem.
135. Some remarks on small values of τ(n).
136. Sign changes of certain arithmetical function at prime powers.
137. On the classification of (g,K)-modules generated by nearly holomorphic Hilbert–Siegel modular forms and projection operators
138. Mean value estimate of a hybrid arithmetic function attached to Fourier coefficients of Hecke–Maass forms
139. On the first sign change of Fourier coefficients of cusp forms at sum of two squares.
140. On the first negative Hecke eigenvalue of an automorphic representation of GL2(Aℚ).
141. Shifted convolution sums of GL(m) cusp forms with Θ-series.
142. The generalized Bourgain-Sarnak-Ziegler criterion and its application to additively twisted sums on GLm.
143. The false theta functions of Rodgers and their modularity.
144. Sums of k-th powers and the Whittaker–Fourier coefficients of automorphic forms.
145. Shifted convolution sums related to Hecke–Maass forms.
146. Distinguishing newforms by their Hecke eigenvalues.
147. On the number of representations of integers by quaternary quadratic forms.
148. Constructing Modular Forms from Harmonic Maass Jacobi Forms.
149. Fourier coefficients of vector-valued modular forms of dimension 2
150. On Zeros of Certain Cusp Forms of Integral Weight for Full Modular Group
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