Aug
28
comment Clarify Cartesian Products and Binary Operations
Your definition "A Cartesian Product is a function f:X x Y --> Z , where..." is not a meaningfull definition of the cartesian product because it is circular. You define the cartesian prodcut by using the cartesian productof X and Y
Aug
28
comment Explain rings and is [S, /, -] a ring?
You write "Binary Function" but link to "binary operation". Your definition of binary function if the definition of binary operator in wikipedia.
Aug
27
comment Simplify a boolean algebra expression: xy + xz' + x'yz
thx, I already understand. I did not look above enough.
Aug
27
comment Simplify a boolean algebra expression: xy + xz' + x'yz
thx, now I understand
Aug
27
comment Simplify a boolean algebra expression: xy + xz' + x'yz
$$(xyz+xyz')+(xyz'+xy'z')+x'yz$$ $$=xyz+(xyz'+xyz')+xy'z'+x'yz$$ $$=xyz+xy'z'+x'yz$$, you made an error
Aug
27
comment Simplify a boolean algebra expression: xy + xz' + x'yz
$x=1,y=1,z=0$: then $xy+xz'+x'yz=1+1+0=0$ and $xz'+yz=1+0=1$. These terms are not equal.
Aug
27
comment Find the equation for the circle
how did you get this?
Aug
27
comment every Abelian group is a converse lagrange theorem group
What does CLT mean?
Aug
23
comment Random Variable Problem with unrestricted Parameters Worded Problem
-1 for posting a picture instead of a formatted text
Aug
16
comment Is $a \circ b = \sqrt{a^2+b^2}$ ever a group?
do you mean that there is an inverse if $a,b \in \mathbb{C}$ (instead of $a,b \in \mathbb{Z}$) ?
Aug
16
comment Determining if a recursively defined sequence converges and finding its limit
I added a prove of the convergence to my answer
Aug
15
comment Determining if a recursively defined sequence converges and finding its limit
I see now. It is not proven by the OP.
Aug
15
comment Determining if a recursively defined sequence converges and finding its limit
@Did Thank's. This necessary assumption is already proved in the OP. The question was "So, if this limit exists, how do I actually find it?"
Aug
15
comment Rouche's Theorem Polynomial
-1 for posting a picture instead of a text. Already discussed here math.stackexchange.com/questions/891709/…
Aug
15
comment Rouche's Theorem Polynomial
it is necessary to show that there is no zero in $\{z: |z|=\frac{3}{2}\}$
Aug
14
comment Placing symbols so that no row remains empty.
6! is to large because you have two symbols twice.
Aug
12
comment Diophantine inequality that comes up after Vieta Jumping Hurwitz technique
not quotation marks, but semicolon. On my Windows notebook I can use the Alt Numpad input method to produce "ö" bei pressing directly "[Alt]+148". [Alt] is the left Alt-key, 148 must be typed on the numeric keypad. This works in comments, too. These codes work for me: en.wikipedia.org/wiki/Code_page_437#Characters
Aug
12
comment Diophantine inequality that comes up after Vieta Jumping Hurwitz technique
One can use the html technic: "ö" is written as "ö" or "ö". This works in questions and answers but not in comments. de.selfhtml.org/html/referenz/zeichen.htm#benannte_iso8859_1
Aug
12
comment Archimedes' Apprxomation of Square Roots
the second sequence does not give only lower bounds. Starting with $x_1=x_2=\frac{5}{3}$ one gets: "lower bound","lower bound","upper bound","lower bound","lower bound","upper bound",...
Aug
11
comment Prove that $f(a) \leq f(x) \leq f(b) $
There is something missing: $f'(x) ≥ ?$