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residue-calculus asked dec ' at : user k gold badge silver badges bronze badges votes answers views calculation of residue at infinity and problem from complex variables, mark j. ablowitz i'm trying to solve the following problem: suppose we know that everywhere outside the circle $c_r$, radius $r$
by numerical experiments the following interesting result: $$ \underset{z= }{\operatorname{res}}\frac{z^{p- }}{(z^n- )^q}= \frac qp\frac{\left(\frac pn\... complex-analysis residue-calculus laurent-series asked dec ' at : user k gold badge silver badges bronze badges votes answers views proving that...
https://math.stackexchange.com/questions/tagged/residue-calculus
united-states real-estate contracts colorado share | improve this question edited days ago maplemale asked days ago maplemale maplemale silver badges bronze badges your contract says that the buyer has the choice to cancel the deal and get earnest money returned. the buyer is making you an offer to agree
it communicates your position. the wording of the two items lets buyers know that if they want to negotiate based on inspection results it has to be on purchase price rather than requesting money back at closing or repairs prior to closing. share | improve this answer edited hours ago zaen bronze badges...
https://money.stackexchange.com/questions/118377/is-an-inspection-contingency-with-no-money-back-wasted-verbiage
. $$ i want to prove that $\forall a \in ... linear-algebra combinatorics finite-fields asked hours ago jrubin bronze badges votes answer views characteristic of the following field?
galois-theory finite-fields splitting-field asked dec ' at : ben morine bronze badges votes answers views is the average multiplicative order of a finite field often small?...
https://math.stackexchange.com/questions/tagged/finite-fields
a few days ago this question was asked on puzzling.se: there are balls which come in two possible weights. using a balance scale at most times, determine whether all the balls are the same ... combinatorics puzzle asked hours ago blueraja - danny pflughoeft gold badges silver badges bronze badges vote
alternative-proof decimal-expansion cryptarithm asked dec ' at : simply beautiful art . k gold badges silver badges bronze badges votes answers views probability question about meeting people here is the problem: you go to a school that last years, and you start in the first year. you meet one new random...
https://math.stackexchange.com/questions/tagged/puzzle
i came across a pattern of numbers, while working on fibonacci sequence. to my knowledge it appears to be the shortest one found yet. to obtain this pattern we process the numbers in fibonacci ... number-theory fibonacci-numbers asked hour ago deepeshkumar silver badges bronze badges votes answer views
let $k \ge , a \ge $ be a fixed integer and $f(x,k, a)$ be the number of positive integers pairs $(m,n), m $ i already asked, solution of $m= $, check here there are only ... number-theory elementary-number-theory diophantine-equations asked hours ago pruthviraj silver badges bronze badges vote answer...
https://math.stackexchange.com/questions/tagged/number-theory
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