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H3 | Is There a Notation for "Out of" That Does Not Connotate a Fraction? |
H3 | How Do I simplify This Boolean Expression? |
H3 | Find $\sum_{k=1}^n\frac{x_k}{x_k-1}$, where $x_1,\dots,x_n$ are the roots of $x^n - 3x^{n-1} + 2x + 1$. |
H3 | Is every subset of C^n whose coordinates are real not open? |
H3 | Consistency of a hypothesis test |
H3 | How to calculate intersection points of diameters with an inner circle? |
H3 | Invariant Solutions of PDEs-Linear fokker-planck equation with an odd drift |
H3 | Proving the existence and uniqueness of multiplicative inverses in $\mathbb{C}$( LADR 4th edition (#5-1A)) |
H3 | what is the smallest number whose square is between 15 and 30 |
H3 | Incrementing Indices of Variables through some kind of Operator |
H3 | Weighted Averages with 2 Different % Variables |
H3 | Simplifying a reciprocal of a product of two quadratics using modular arithmetic |
H3 | Dynamical problem regarding radial and cross-radial acceleration |
H3 | when can we say a metric space is quasi-invariant under a mapping? |
H3 | Arc Length vs. Chord Length puzzle |
H3 | Fourier transform of real exponential |
H3 | Why does "The Twelve Days of Christmas" have space complexity O(sqrt(n/log n))? |
H3 | Possible indices of finite index subgroups of $SL_2(\mathbb{Z})$ |
H3 | Homology and Brouwer degree theory over: the quotient space obtained of the suspension of $S^1 \vee S^1$ identifying its endpoints. |
H3 | Čech cohomolog of a good cover of the real projective plane |
H3 | Average Rank versus Ranked Average in Parameter Estimation |
H3 | Is there an example where U combinator is less powerful than Y combinator |
H3 | Partial Derivative of a Scalar Function |
H3 | Computing the posterior distribution in a Bayesian analysis of a normal linear regression model |
H3 | Is every strict ordering by inclusion a well-ordering? |
H3 | Continuity of radii of balls function |
H3 | Significance of Convergence Theorems in Analysis |
H3 | Why are filters ordered in reverse to inclusion? |
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H3 | Proof verification: A cube and a tetrahedron are not scissors congruent? |
H3 | Is there a maximum number of disjoint balls of fixed radius I can fit into a compact metric space? |
H3 | Determining the significance of a curve's factors |
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H3 | Derivation of the Fourier Sine Transform of a Rational Function |
H3 | Will the domains of both these functions be equal? |
H3 | How to map identity to a sigmoid? |
H3 | Solving ODE system with less equations |
H3 | When are universal monomorphisms effective? |
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H3 | How to formally describe the illustrated area? |
H3 | Locus of a point whose distance from two points is fixed (but not necessarily equal) in 3D geometry |
H3 | Trying to solve a complex number question |
H3 | Intersection of a set with a von Neumann algebra |
H3 | Conjectures involving $\Lambda(n)$ |
H3 | Is ${}_3 F_2(a,b,c;d,e;x)$ irrational for $ a,c,d,e,x \in \mathbb{Q} / \{0 \} $ |
H3 | Lebesgue's monotone convergence theorem for upper integrals |
H3 | Geodesics on a Riemannian surface |
H3 | Closed form for the partial sums of the Harmonic Series? |
H3 | Mass conservation for a transport equation in mild form |
H3 | Confusion on Notations of Partial Derivatives on Manifolds |
H3 | Symmetry preserving quadratic forms |
H3 | Finishing the proof of the triangle inequality of Hausdorff metric |
H3 | Minimizing $\|Ax-b\|$ given that x can only take values 0 or 1 |
H3 | How to sketch the series $S(x)=\sum_{n=2}^{\infty}\frac{\sin nx}{\ln n}$ near zero? |
H3 | Number of vectors of length $n$ over ${A,C,T,G}$ such that there are no $k$ consecutive $A$'s, $k\geq 2$ |
H3 | Relative divisibility of derived subgroup of free group |
H3 | Diving $m$ pizzas among $n$ students |
H3 | Given is the system of differential equations |
H3 | Clarify on Propositions 3.36 and 3.38 in Qing Liu's algebraic geometry book |
H3 | One question about exponential martingale inequality at a paper of Ann. of Math. |
H3 | Inclusion of field extensions $\mathbb{Q}(\omega_p)$ and $\mathbb{Q}(\omega_{2p})$ |
H3 | Showing $\int_{-1}^{1}\ln \left( \frac{x+1}{x-1} \right) \left( x - \sqrt{x^2 - 1} \right) \, dx=\frac{\pi^2 + 4}{2}$ |
H3 | Markov versus Martingale |
H3 | A reference for Lie groups as groups of transformations of a target space |
H3 | How many fields $M$ are there with $\mathbb{Q} < M < L$ and $[M : \mathbb{Q}] = 4?$ |
H3 | If $f$ is discontinuous but continuous for each component,is there a continuous function $g$ that makes $f \circ g$ discontinuous for some component? |
H3 | Ex. 8.21 in Einseidler & Ward FA book: where do we need that $G$ is abelian? |
H3 | How exactly is Sherman-Morrison-Woodbury formula used in Kalman Filter |
H3 | Power method convergence rate |
H3 | Optimal Strategy for Card Betting Game |
H3 | Help on Alon and Spencer problem on probability of $\epsilon$-regularity in a random graph |
H3 | Natural way to extend the ring $\mathbb{Z} / p^k \mathbb{Z}$ so that the equation $x^2 + 1 \equiv 0 (\text{mod }p^k)$ has a solution |
H3 | Convert $\partial_{\beta}\partial_{\gamma}(\epsilon_{\alpha\beta\nu}p_{\nu}p_{\beta})$ from index notation to vector notation |
H3 | How to prove $\sum_{n=0}^\infty (-1)^n f_n=-\frac{1}{2i}\int_{c-i\infty}^{c+i\infty}\frac{f_z}{\sin(\pi z)}dz$ in the sense of Borel summation? |
H3 | Self-Organizing maps: why input vectors (x) are dependent on steps (t)? |
H3 | Prove the transfer between roll. pitch, yaw to tilt, azimuth, swing |
H3 | How to reformulate the BigM constraints into its equivalent Convex-hull formulation? |
H3 | Numerically solved PDE of Ornstein–Uhlenbeck process on 2-Simplex violates conservation of probability |
H3 | Is there an exact expression for the full width half maximum of a sech^2 curve convolved on itself? |
H3 | Connected Metric Spaces: Strategies |
H3 | Convex combination of equidistant curves |
H3 | Show that the given representation of the group $G$ is reducible |
H3 | 'deducing' a bound using the first order taylor series. How to make it more precise? |
H3 | Reciprocals of positive integers in arithmetic progression |
H3 | Is there a non-trivial arithmetic progression of positive integers such that every number contains the digit $2?$ |
H3 | Is there such a thing as the "Second Passage Time"? |
H3 | Book recommendation for mathematical physics |
H3 | Integrals of the form $\int f\left(x,\frac{\sqrt{x+m}}{\sqrt{x+n}}\right)\,dx$ |
H3 | Reformulate an algorithm as a sequence of standard matrix operations |
H3 | Different definitions of the first variation in calculus of variations |
H3 | 7-point North-East ILU decomposition |
H3 | Prove that sequence $(a_n)_{n\geq 1}$ is not convergent. |
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/questions/4945589/showing-int... | Showing $\int_{-1}^{1}\ln \left( \frac{x+1}{x-1} \right) \left( x - \sqrt{x^2 - 1} \right) \, dx=\frac{\pi^2 + 4}{2}$ | |
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Stack Exchange Network | 58% | Check |
questions | 54% | Check |
Exchange Network | 54% | Check |
Mathematics | 52% | Check |
Stack Overflow | 52% | Check |
Explore | 50% | Check |
log | 44% | Check |
form | 44% | Check |
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frac | 43% | Check |
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