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Dec
18
answered calculate the period of an hypotrochoid
Dec
18
reviewed Looks Good Finding probability P(X<Y)
Dec
18
reviewed Looks Good What's wrong with this spectrum of a “scalar product” in $l^2$?
Dec
18
reviewed Looks Good calculate the period of an hypotrochoid
Dec
18
comment calculate the period of an hypotrochoid
What is $a$ and what is $b$?
Dec
18
comment calculate the period of an hypotrochoid
Could you please put a definition of a hypotrochoid into your question? I am sure that will get you answers.
Dec
18
reviewed Reviewed Problem with finding critical point of trig function
Dec
18
reviewed Reviewed Why for a compact metric probability space, any Borel subset can be approximated by compact set?
Dec
18
reviewed Reviewed Is the limsup of a sequence of measures also a measure?
Dec
18
reviewed Reviewed Problem with finding critical point of trig function
Dec
17
comment Can't argue with success? Looking for “bad math” that “gets away with it”
That's a standard method to prove polynomial identities by proving them for enough special values.
Dec
17
comment Can't argue with success? Looking for “bad math” that “gets away with it”
These are not very good examples, because they actually can be (and are being) used reliably. (As opposed to cancelling digits, say.)
Dec
15
awarded  Necromancer
Dec
15
revised Math question using matrices
added 49 characters in body
Dec
14
reviewed Looks Good Possible rational canonical forms a matrix
Dec
14
reviewed Approve suggested edit on Is the square for a number $n\in \mathbb{Z}$ even, then is also $n$ even - prove this via contraposition?
Dec
14
reviewed Approve suggested edit on How many fractional digits do I need to represent a number of base $m$ in base $n$?
Dec
14
reviewed Leave Open Integral as an invariant of non-linear transformation
Dec
14
reviewed Leave Open Matrix P to the power of 4, i.e $P^4$, is this the same as $P^2 \cdot P^2$?
Dec
14
reviewed Approve suggested edit on verify k-form is exact