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Bijection between $3^{\mathbb N}$ and $\mathcal P(\mathbb N)$?
functions
elementary-set-theory
cardinals
multisets
Finding $f$ from the functional equation $f(x+y)=f(x) + f(y) + e^{x+y}(x+y)-xe^x-ye^y+2xy$
functions
functional-equations
Finding function $f(x)$ which satisfy given functional equation
functions
What counts as a "known" function
functions
soft-question
special-functions
Proving a set is uncountable
functions
elementary-set-theory
is there a formula for modulo
number-theory
functions
Proof that a bijection has unique two-sided inverse
functions
Is "$f$" the function or is "$f(x)$" the function? [duplicate]
calculus
functions
notation
terminology
For how many functions $f$ is $f(x)^{2}=x^{2}$?
analysis
functions
graphing-functions
Prove the following ceiling and floor identities?
algebra-precalculus
functions
ceiling-and-floor-functions
Can we write the definition of image of set as below?
functions
elementary-set-theory
Spivak Calculus, Ch 4 Graphs, Problem 17v: is the solution manual solution correct? [duplicate]
calculus
functions
graphing-functions
A continuous function defined on an interval can have a mean value. What about a median?
integration
functions
median
means
Let $f:[1,10]\to \Bbb{Q}$ be a continuous function and $f(1)=10,$then $f(10)=?$
functions
Function to define sequence $1,2,1,3,1,2,1,4,1,2,1,3,1,2,1,5,1,\dots$
sequences-and-series
functions
Function which derivative at $0$ is $1$ but is not monotonic increasing
calculus
functions
derivatives
If $f: \Bbb{N} \to \Bbb{N}$ is strictly increasing and $f(f(n))=3n$, find $f(2001)$. [duplicate]
functions
functional-equations
What is the correct notation for a multivariable function?
functions
notation
relations
Growth rate of $n^{\sin n}$
functions
computational-complexity
Solve for $x$ in the equation containing ${\lfloor{x}\rfloor}$ and $\{x\}$
functions
ceiling-and-floor-functions
fractional-part
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