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- Migoguchi N, Yanagida E.Critical exponent for the blow up of solutions with sign changes in a semi linear parabolic equation[J].Math.Ann, 1997, 307:663. 李俊锋刘伟安等.;半线性抛物方程可变号解的全局存在和爆破[J]
- The techniques used here are based on the unique continuation of linear parabolic systems arid the fixed point theorem. 所用的技巧主要是建立在线性抛物系统的唯一连续性和不动点方法的基础上。
- Several mathematical models for reaction process of reaction bonded silicon carbide are set up, which are quasi linear parabolic systems. 考虑不同因素的影响,建立了反应烧结碳化硅反应烧结过程的一组数学模型,它们可表述为一个拟线性的抛物型方程组。
- Stabilization of the Linear Parabolic Systems Via Internal Feedback Control 线性抛物系统在内部反馈控制下的能稳性
- ALTERNATING DIRECTION MULTISTEP METHODS FOR A CLASS OF LINEAR PARABOLIC SYSTEMS AND THEORY ANALYSIS 一类线性抛物型方程组的交替方向多步法及其理论分析
- semi - linear parabolic equation 半线性抛物方程
- We study the linear parabolic partial differential equations(linear parabolic PDEs). 摘要:这篇论文中我们研究线性抛物偏微分方程。
- A parametric region of stability for parabolic systems with time delay is given. 并给出了一类时滞抛物系统稳定的参数区域。
- This paper presents a boundary integral equation of second order linear parabolic equations and proves uniqueness of solution of the boundary integral equation. 本文给出二阶线性抛物型方程的边界积分方程,并证明了该边界积分方程的解的唯一性。
- On the first problem of a class of the second order parabolic systems of two variables and two unknown functions. 一类二阶两个自变数两个未知函数的抛物形方程组的第一问题。
- The a priori estimate is established to the maximum modulus of solutionsof doubly nonlinear parabolic systems. 对一类双非线性抛物组的有界解，作出最大模的先验估计。
- The properties of solution to a class of quasilinear degenerate parabolic system coupled via three nonlinear diffusion equation are considered. 摘要研究了由三个拟线性退化抛物型方程通过非线性项耦合而得到的一类拟线性退化抛物方程组解的性质。
- In this paper, we consider the semilinear parabolic systems with nonlocal source. The blowup criteria and the blowup rate are obtained. 本文讨论具有非局部源的半线性抛物型方程组的初边值问题;得到了爆破指标和爆破率.
- This work is concerned with the approximate controllability for some semilinear parabolic systems with control acting only in one equation. 摘要考虑了半线性抛物系统的逼近能控性问题，其中控制是加在系统中的一个方程上。
- In this paper the Harnack inequality for a class of degenerate linear parabolic differentialequations is established, and an interpretation is given to this property in terms of heat conduction. 本文对一类蜕化的线性抛物型微分方程建立了Harnack不等式,并借热量传导解释了这一性质。
- The global existence and finite time blow-up of solutions on semilinear parabolic systems with nonlocal source have been studied by many authors. 非局部半线性抛物方程组解的整体存在和爆破已为大量作者研究。
- This paper is devoted to the Cauchy problem of the degenerate quasilinear parabolic systems with $p$-Laplace operator in the principal part. 此方程组弱解的一些有趣的性质; 诸如非灭绝性、共存性以及生物生存空间的迁移等.
- Using the methods in nonlinear analysis, this present paper, studies the quasilinear parabolic systems in population dynamics, and obtaines the existence of the global solution. 采用非线性分析的方法,在任意带光滑边界的区域内,研究一类带交错扩散影响的拟线性抛物系统,证明了解的整体存在性。
- It is pointed out that the main result (Theorem 5) of the paper "Stability of Solution to Neutral Type Parabolic Systems with Time Delay" is nonsensical or is not satisfied. 摘要给出了标题所述文章的一个注记，指出其中的主要结果（定理5）无意义或不成立。
- Under some additional conditions this sector is a global attractor and the solution of the parabolic system converges to a true solution of the elliptic system. 一些额外的条件下这个部门是一个全球性的吸引和解决抛物线系统收敛于一个真正的解决椭圆系统。
