I am wondering whether we have for f(x):=∞∑k=0|x|2k(k!)2 that
lim
for any \varepsilon>0?
I assume that this is true as factorials should somehow outgrow powers, but I do not see how to show this rigorously?
Does anybody have an idea?
I am wondering whether we have for f(x):=∞∑k=0|x|2k(k!)2 that
lim
for any \varepsilon>0?
I assume that this is true as factorials should somehow outgrow powers, but I do not see how to show this rigorously?
Does anybody have an idea?
I have injection f \colon A \rightarrow B and I want to get bijection. Can I just resting codomain to f(A)? I know that every function i...
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