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HIT
(redirected from Harbin Institute of Technology)

   Also found in: Wikipedia 0.01 sec.
AcronymDefinition
HITHarbin Institute of Technology
HITHang In There
HITHigh In Trial
HITHaldia Institute of Technology (India)
HITHibernation Induction Trigger
HITHazardous Incident Team
HITHeavy Ion Telescope
HITHigh Impulse Thermobaric (weapon)
HITHorizontal Integration Team
HITHealth Indicator Test (military helicopter)
HITHughes Improved Terminal
HITHigh Interest Track
HITHazard Information Transmission
HITHardware Integration Test
HITHeavy Ion Tea (LBNL talk series)
HITHackers in Touch
HITHarpoon Interface Test
HITHyundae Information Technology Inc.
HITTubular Metal Halide-Single Ended (lighting)
HITHittite
HITHuman Interface Technology
HITHome Interactive Technologies (trade show)
HITHeterojunction with Intrinsic Thin Layer (products by SANYO Electric Co., Ltd.)
HITHigh Intensity Training
HITHigh Interest Target
HITHousing Investment Trust (UK)
HITHuman Intelligence Task
HITHeads of Information Technology (Canada)
HITHome Improvement Time (industry-sponsored public information program)
HITHealth Insurance Tax
HITHigh Intensity Training (weight lifting)
HITHistidine Triad
HITHome Income Team
HITHead Impact Telemetry (Simbex)
HITHealthcare Information Technology
HITHome Infusion Therapy (medical/healthcare)
HITHeadache Impact (Test Quality Metric, Inc.)
HITHeparin-Induced Thrombocytopenia


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Hai-Sheng Yang (1,2), Tong-Tong Guo (1), Jian-Huang WU (2), Xin Ma (2,3) (1) Biomechanics Laboratory, Department of Mathematics and Natural Science, Harbin Institute of Technology Shenzhen Graduate School, Shenzhen, China; (2) Shenzhen Institute of Advanced Integration Technology, Chinese Academy of Sciences/The Chinese University of Hong Kong, Shenzhen, China; (3) Harbin Institute of Technology, Harbin, China.
00 Hardcover QA322 Two professors of mathematics at the Harbin Institute of Technology in China introduce reproducing kernel construction theory and apply the reproducing kernel method to solving nonlinear integral equations, differential equations, and operator equations.
Yuguang Liu, (1) Yudong Huang, (1) Chengwu Zhang, (1) Jing Hou, (2) Xuequan Zhang (3) (1) Department of Polymer Science and Engineering, School of Chemical Engineering and Technology, Harbin Institute of Technology, Harbin 150001, China (2) Department of Radiation Chemistry, Technical Physics Institute of Heilongjiang Academy of Sciences, Harbin 150086, China (3) Changchun Institute of Applied Chemistry, Chinese Academy of Sciences, Changchun 130022, China Correspondence to: Prof.
 
 
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