Nidhi Gahlian
In this paper, we study the existence and non-existence of entire solutions of certain non-linear delay-differential equations.
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Nidhi Gahlian
In this paper, we study the existence and non-existence of entire solutions of certain non-linear delay-differential equations.
Katsuhiko Matsuzaki
We survey several methods of extending quasisymmetric homeomorphisms of the real line to bi-Lipschitz diffeomorphisms of the upper half-plane with respect to the hyperbolic metric.
Lande Ma, Zhaokun Ma
We introduce and develop the root locus method in mathematics. And we study the distribution of zeros of meromorphic functions by root locus method.
Giang Le
In this paper, we study holomorphic curves satisfying the Fubini-Study derivative $\|f'(z)\|=O(|z|^σ)$ for some $σ>-1$ from the viewpoint of Nevanlinna theory
Mahsa Hedayatipour, Yasser Shekofteh, Mohsen Ebrahimi Moghaddam
Stephen Royle
Part of a series on the development of Early Career Researchers in the lab. The idea for the CV clinic came from the lab themselves. We had previously had a session on creating a research profile and a large part of that session was spent looking at CVs.
Newton Costa, Valdinei Tadeu Paulino, Vicente Gianluppi et al.
The effects of potassium levels (0, 40, 80 and 120 kg of K2O ha-1) on green dry matter (GDM), chemical composition and nodulation of Stylosanthes capitata cv. Lavradeiro were evaluated under field conditions in Roraima´s savannas. Potassium fertilization increased significantly (P
Vikram Sharma
A short note on bounds on distance to variety of a point in terms of the Taylor coefficients at the point.
Jihun Yum
We show that the Diederich-Fornaess index of a domain in a Stein manifold is invariant under CR-diffeomorphisms. For this purpose we also improve CR-extension theorem.
Newton Costa
The response of Brachiaria brizantha var. Xaraés to the application of dolomitic lime (0; 800; 1,600; 2,400 and 3,200 kg/ha; PRNT = 100%), broadcasted and incorporated into the soil 2 months before planting, was evaluated under greenhouse with natural conditions of light and temperature. The soil was a Yellow Latosol, with clayey texture (pH = 5.5; Al = 1.5 cmolC/dm3; Ca + Mg = 1.7 cmolC/dm3; P = 2.0 mg/kg; and K = 59 mg/kg). A randomized block design was used with three replications. At establishment, a uniform application was made of 40 mg/dm3 of nitrogen (urea), 22 mg/dm3 of P2O5 (triple superphosphate), and 40 mg/dm3 of K2O (potassium chloride). The application of lime increased dry matter (DM) production significantly as well as the nitrogen, phosphorus, calcium, and magnesium concentrations in the plant. Maximum DM yield and phosphorus, calcium, and magnesium contents were obtained with the application of 3,087; 2,300; 3,123 and 3,111 kg lime/ha, respectively. Critical internal levels of calcium and magnesium related to 80% maximum DM production were estimated in 4.17 and 3.35 g/kg, respectively.
David Kalaj
We prove that the Logarithm of the Jacobian of a sense preserving harmonic mappings between surfaces is superharmonic, provided that the Gaussian curvature of the image domain is non-negative.
Hervé Gaussier, Harish Seshadri
We show that the graph of a holomorphic motion of the unit disc cannot be biholomorphic to a strongly pseudoconvex domain in C n .
P. L. Robinson
We modify the Whittaker-Watson account of the Eisenstein approach to the trigonometric functions, basing these functions independently on the Eisenstein function $\varepsilon_2$.
Bo-Yong Chen
We introduce a trick of dealing with $L^2$ estimates of $\bar{\partial}$ with singular weights on complete Kähler domains.
Yurii Belov
We prove that any complete and minimal Gabor system of Gaussians is a Markushevich basis in $L^2(\mathbb{R})$.
Zaizhao Meng
In this paper, we obtain new results on the critical points of a polynomial, these results are useful to the Sendov conjecture.
Klaus Schiefermayr
In this paper, a monotonicity property for the quotient of two Jacobi's theta functions with respect to the modulus $k$ is proved.
V. N. Dubinin
We prove a sharp inequality for the modulus of the logarithmic derivative of a polynomial in the lemniscate components containing no critical points.
Lukasz Kosinski
In this short note it is shown that all invariant metrics and functions of bounded $\mathcal C^2$-smooth domain coincide on an open non-empty subset.
Xu Ning
The boundedness of compactness of integral-type operators from Hardy space to Bloch space on the upper half-plane $Π_+=\{z\in\mathbb{C}:Imz>0\}$ are characterized.
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