Based on the two epochs EVN archive data from OH line observations of IIZw 096, we confirm that high-resolution emission in this source mainly comes spots (OH1 and OH2) comp D1 merging system. We found no significant variations emission. The 1665 MHz is detected at about 6 $\sigma$ level OH1 region by combining epoch observations. shows brightest CO, HCO+ emission, as well multi-band radio cont...

We present results and first epoch parsec-scale images from a monitoring program on five γ–ray loud blazars selected on the basis of their total flux density variability. We observed 0048−097, 0235+164, 0954+658, 1510−089 and 1749+096 with the Very Long Baseline Array simultaneously at 8.4 GHz and 22 GHz. Comparison between our high quality images and previous results from the literature sugges...

The site of Körtiktepe in southeastern Turkey is one few sites the Upper Mesopotamia basin that attests continuous, permanent occupation across boundary from end colder, drier Younger Dryas (YD) into comparatively wetter and warmer Early Holocene (EH). This allows for study degree environmental change experienced on a local level over this as well adaptations occupants undertook response to the...

Abstract Mineralized indicator minerals are an important geological and mineral exploration indicator. Rapid extraction of mineralized from hyperspectral remote sensing images using ensemble learning model has significance for resources exploration. In this study, two minerals, limonite chlorite, exposed at the surface Qinghai Gouli area were used as research objects. Sparrow search algorithm (...

The sixth author’s name is spelled incorrectly in the citation for the published article. The correct name is: Kuang Fei Lin. The correct citation is: Lu Q, Luo QS, Li H, Liu YD, Gu JD, Lin KF (2015) Characterization of Chlorinated Aliphatic Hydrocarbons and Environmental Variables in a Shallow Groundwater in Shanghai Using Kriging Interpolation and Multifactorial Analysis. PLoS ONE 10(11): e01...

f(x) = { 1 if wx+ b > 0, −1 otherwise. Consider d+1 points x = (0, ..., 0) , x = (1, 0, ..., 0) , x = (0, 1, ..., 0) , ..., x = (0, 0, ..., 1) . After these d+1 points being arbitrarily labeled: y = (y0, y1, ..., yd) T ∈ {−1, 1}. Let b = 0.5 · y0 and w = (w1, w2, ...wd) where wi = yi, i ∈ {1, 2, ..., d}. Thus f(x) can label all these d+ 1 points correctly. So the VC dimension of perceptron is a...