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Upper bound for determinant of square matrix

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#matrices #determinant #trace #upper-lower-bounds
145
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Asymptotic lower bound for the prime counting function, $\pi(x)?$

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#number-theory #prime-numbers #asymptotics #upper-lower-bounds
183
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Number of nodes within distance $t$ from a specific node $v$ on a grid graph

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#combinatorics #graph-theory #upper-lower-bounds
120
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Looking for an upper bound for $ \frac{ax - by}{x - y} $

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#real-analysis #upper-lower-bounds
632
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Lower bound for $(1+x)^n$

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#limits #taylor-expansion #exponential-function #upper-lower-bounds #eulers-method
153
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continuity, pointwise convergence, bounded imply uniformly bounded

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#real-analysis #continuity #upper-lower-bounds #pointwise-convergence
42
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Least non-zero multiple of solution to linear equation system that is integer

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#linear-algebra #discrete-mathematics #systems-of-equations #upper-lower-bounds
97
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How to get the bound of a summation changed from $e^x$?

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#summation #upper-lower-bounds #exponential-sum
170
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What's the lower and upper bounds of partial sum $\sum_{k = 0}^r k \cdot {n \choose k} \cdot p^k (1 - p)^{n - k}$?

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#summation #binomial-coefficients #binomial-distribution #upper-lower-bounds
97
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Upper bound for determinant of matrix representation of linear operator

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#matrices #determinant #upper-lower-bounds #galois-extensions
82
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finding bounds for $\int_0^X\lfloor x^2\rfloor \, dx$

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#integration #ceiling-and-floor-functions #upper-lower-bounds
96
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On asymptotic lower bounds on tails of binomial distribution

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#real-analysis #probability #upper-lower-bounds #concentration-of-measure
79
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Let $N\sim \mathcal N(0,\sigma^2)$ be a normal RV. Let $g$ be continuous. Can we bound $E[g(N)]$ in terms of $\sigma^2$?

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#probability #probability-theory #upper-lower-bounds
472
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Upper and lower bounds for Lambert W function

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#approximation #upper-lower-bounds #lambert-w
97
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What is general approach to determine sequence is unbounded?

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#sequences-and-series #upper-lower-bounds

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