We study a special class of lower trigonometric matrix value boundary value problems on hyperbolas. Firstly, the pseudo-orthogonal polynomial on hyperbola is given in bilinear form and it is shown that it is the only ...
Hyperbola is one of the important knowledge points in high school mathematics, and it is also a very common question type in the final question of college entrance examination mathematics. For the current hyperbola te...
supported by Science Challenge Project(TZ2016001);National Natural Science Foundation of China(U1430235);Special Program for Applied Research on Super Computation of the NSFC-Guangdong Joint Fund(the second phase).
The efficiency of recently developed gas-kinetic scheme for multimaterial flows is increased through the adoption of a new iteration method in the kinetic non-mixing Riemann solver and an interface sharpening reconstr...
funded by the National Natural Science Foundation of China(91025015,51178209);the Project of Arid Meteorological Science Research Foundation of China Meteorological Administration(IAM201608)
The non-rectangular hyperbola(NRH)equation is the most popular method that plots the photosynthetic light-response(PLR)curve and helps to identify plant photosynthetic capability.However,the PLR curve can't be plotted...
supported by the National Nature Science Foundation of China under Grant ( 61100165, 61100231, 61472307 );Natural Science Foundation of Shaanxi Province ( 2016JM6004)
This article puts forward a novel smooth rotated hyperbola model for support vector machine( RHSSVM) for classification. As is well known,the support vector machine( SVM) is based on statistical learning theory( SLT)a...
In this work, we apply a hyperbola function method to solve the nonlinear family of third order Korteweg-de Vries equations. Exact travelling wave solutions are obtained and expressed in terms of hyperbolic functions ...