biology models which uses a system of differential equations
I am trying to find mathematical models used in Biology that uses a system of differential equations. I found the lotka-volterra model and Michaelis-Mente...
Bright entertainment trends with youth appeal.
I am trying to find mathematical models used in Biology that uses a system of differential equations. I found the lotka-volterra model and Michaelis-Mente...
Find all positive inegers solution for the following diophantine equation $$x^2-xy-y^2=1$$ My work so far 1)$$x^2-xy-y^2-1=0$$ $$D=y^2+4(y^2+1)=5y^2+4=k^2...
a1=18, r=4/3, 8th term 1.Find the indicated term of the geometric sequence algebraically.
If infinity is not a number, how can it be larger than any number? A number is a position on the number line. A larger number is the position further on t...
There are so many available bases. Why is the strange number $e$ preferred over all else? Of course one could integrate $\frac{1}x$ and see this. But is t...
Are countable spaces (i.e. $\mathbb{N}$ with any topology) second-countable? A countable space can have at most $2^\omega$ open subsets which suggests tha...
I was wondering about a property when Diagonalizing Matrices, so if we have the form A = C D C $^{-1}$ Then the matrix C must have linearly independent co...
I'm having a hard time grasping the concept of a field of quotients. The book I'm currently reading gives the following definition: Any integral...
Given that we know the lengths of the sides of a triangle (SSS), how can the coordinates of the vertices in the Euclidean plane of such a triangle be math...
Let $X$ and $Y$ be independent Poisson variables with respective parameters $a$ and $b$. What is the distribution function of $X+Y$? the conditional distr...