On the question of finding the set of bifurcation values for the parameter of a certain differential equation 来自 ResearchGate 喜欢 0 阅读量: 4 作者: EA Bubnov 收藏 引用 批量引用 报错 分享 全部来源 求助全文 ResearchGate 相似文献physica bifurcations, stability, and monotonicity properties of a ...
d2ydt2+3dydt+8y=8r(t) 3.2Design, analyse and simulate an electrical circuit to realize the above differential equation in3.1; and show the curve ofybased on the designed circuit simulation. Note: Motivation of choosing the electrical compone...
On the well-posedness of Benney's interaction equation of short and long waves U-insertion/deletion RNA editing in the single mitochondrion of kinetoplastids, an ancient lineage of eukaryotes, is a unique mRNA maturation process neede... Daniella,Bekiranov,Takayoshi,... - 《Advances in Differ...
Here D z is a linear differential operator of order n having entire coefficients with the leading coefficient a polynomial whose zeros are suitably restricted. The function G is entire of order at most 1 n, minimal type, and the function F is analytic in a neighborhood of an interval on ...
The rate of cooling of a body can be expressed as dT/dt=-k(T-Ta) where T = temperature of the body (°C), Ta = temperature of the surrounding medium (°C), and k = the proportionality constant (min−1). Thus, this equation specifies...
BSC-2-SEM-DIFFERENTIAL-EQUATIONS-MAY-2016 BSC-2-SEM-INORGANIC-AND-PHYSICAL-CHEMISTRY-MAY-2016 BSC-2-SEM-ORGANIC-CHEMISTRY-MAY-2016 BSC-2-SEM-PHYSICS-ELECTRICITY-SOLID-STATE-PHYSICS-X-RAYS-MAY-2016 BSC-2-SEM-PHYSICS-SHM-RELATIVITY-THERMODYNAMICS-AND-ENTROPY-MAY-2016 BSC-2-SEM-ANALYTICAL-GEOMETRY...
On the question, What is the Solution of a Differential Equation? A Supplement to the third section of a paper, On some points of the Integral Calculus, printed in Vol. IX. Part II Understanding the concepts of fractional and variable order dierential calculus requires a willingness to depart...
Question2: Numerical solution of ordinary differential equations: Consider the ordinary differential equation dydx=-2x-y, with the initial condition y(0)=1. (2.1)Solve the given equation analytically, and plot the results. (2.2)Solve th...
On the representation of fractional Brownian motion as an integral with respect to ( d t ) a Stochastic differential equationStochastic calculus of fractional orderMaruyama introduced the notation d b ( t ) = w ( t ) ( d t ) 1 / 2 where w......
I understand that a tangent vector, tangent to some point [itex]p[/itex] on some [itex]n[/itex]-dimensional manifold [itex]\mathcal{M}[/itex] can defined in terms of an equivalence class of curves [itex][\gamma][/itex] (where the curves are defined as [itex]\gamma: (a,...