Results 31 to 40 of about 64,711 (180)
On the Fourier expansions of Jacobi forms of half-integral weight
Using the relationship between Jacobi forms of half-integral weight and vector valued modular forms, we obtain the number of components which determine the given Jacobi form of index p, p2 or pq, where p and q are odd primes.
B. Ramakrishnan, Brundaban Sahu
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Two Contact Problems for Annular Rigid Stamp on an Elastic Half Space
The paper presents solutions of two contact problems for the annular plate die on an elastic half-space under the action of axisymmetrically applied force and moment.
S. V. Bosakov
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Electroencephalogram (EEG) extraction has widely used Stone's Blind Source Separation (Stone's BSS) algorithm. However, Stone's BSS algorithm is sensitive to the initial half-life (hlong, hshort) and weight vector W parameters, which affect the ...
Mohammed Ali Ahmed +2 more
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Newforms of half-integral weight [PDF]
Two very different definitions of a newform of half-integral weight are present and continued to be developed in the literature. The first definition originated with Serre and Stark for forms of weight 1/2 [5], and is analogous to the definition of newform for integral weight forms, which uses forms of lower level and shifts of such forms to ...
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Square-induced interpolation problems for entire functions
Linear equations for functions that are analytic in the plane with cuts along the “half” of the square boundary have been considered. A method for their equivalent regularization has been proposed.
F.N. Garifyanov, E.V. Strezhneva
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To Solution of Contact Problem for Rectangular Plate on Elastic Half-Space
Until the present time there is no exact solution to the contact problem for a rectangular plate on an elastic base with distribution properties. Practical analogues of this design are slab foundations widely used in construction.
S. V. Bosakov
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Coefficients of half-integral weight modular forms
Inspired by Kolyvagin's celebrated work on the Birch and Swinnerton-Dyer Conjecture and works of Waldspurger, Kohnen and Zagier relating the Fourier coefficients of half-integral weight Hecke eigenforms to values of modular \(L\)-functions (there have been a number of works on the indivisibility of the coefficients of half-integral weight modular forms)
Bruinier, Jan H., Ono, Ken
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Present indoor cultivation of saffron (Crocus sativus L.) only depends on artificial planting experience, so that flower number and stigma yield are seriously affected in case of cloudy or rainy days and temperature changes.
Dan Gao +7 more
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Lettuce is an economically important crop that can be grown either in the field or greenhouse. Different challenges are present in either environment; therefore, cultivar selection is important.
Erica Hernandez +2 more
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Theory of newforms of half-integral weight [PDF]
Let \(N\) be squarefree and odd. The article under review concerns the theory of newforms of half-integral weight on the congruence subgroups \(\Gamma_{0} (8N)\) and \(\Gamma_{0} (16N)\). In the article, they extend the definition of the Kohnen plus space for the trivial character. Furthermore, they study newforms in the plus spaces on \(\Gamma_{0} (8N)
Manickam, Murugesan +2 more
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