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H3 Can a nonconstant function that is invariant to this affine transformation exist?
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
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H3 when can we say a metric space is quasi-invariant under a mapping?
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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
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H3 Continuity of radii of balls function
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H3 Bump function with integral $1$ and value $1$ at zero
H3 Definitions of "non-degenerative closed bounded intervals"
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H3 Derivation of the Fourier Sine Transform of a Rational Function
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H3 How to map identity to a sigmoid?
H3 Solving ODE system with less equations
H3 When are universal monomorphisms effective?
H3 Where am I going wrong here? is this a paradox? or are my assumptions bad?
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.
H4 Stack Exchange Network
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