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Learn more about Teams Explore our questions Ask Question real-analysiscalculuslinear-algebraprobabilityabstract-algebraintegrationsequences-and-seriescombinatoricsgeneral-topologymatrices more tags Interesting 33 Bountied Hot Week Month 0 votes 0 answers 5 views

Show that sum of products is equal to 0

bb_823's user avatar bb_823
  • 2,211
asked 3 mins ago 0 votes 0 answers 68 views

Study the sign of $\frac{\partial}{\partial \alpha} \delta^*(\breve{\alpha}(y), y)$

Thoth's user avatar Thoth
  • 963
modified 5 mins ago 0 votes 0 answers 31 views

The meaning of the formula finding the area of a triangle in coordinates

CiaPan's user avatar CiaPan
  • 13.6k
modified 11 mins ago 1 vote 0 answers 9 views

Vector Subspaces of "Light-Cone"

dennis's user avatar dennis
  • 495
asked 14 mins ago 1 vote 2 answers 103 views

$\|ta+(1-t)b\|^2=t\|a\|^2+(1-t)\|b\|^2-t(1-t)\|a-b\|^2$, Is that true?

Anne Bauval's user avatar Anne Bauval
  • 43.3k
answered 15 mins ago 2 votes 2 answers 36 views

Irreducible Elements and Maximal Ideals

Anuradha N.'s user avatar Anuradha N.
  • 390
modified 16 mins ago 0 votes 1 answer 230 views

Inflection points and inverse functions

José Carlos Santos's user avatar José Carlos Santos
  • 435k
modified 18 mins ago 1 vote 0 answers 12 views

On Shafarevich's proof that $k[\mathbb{P}^n] = k$ for $k$ algebraically closed

zyy's user avatar zyy
  • 1,081
asked 22 mins ago 1 vote 1 answer 17 views

Convergence of Mann Iterations

Elias Costa's user avatar Elias Costa
  • 14.9k
answered 23 mins ago 0 votes 1 answer 45 views

The Continued Fraction Constant and Infinite Summations

GEdgar's user avatar GEdgar
  • 115k
modified 26 mins ago 0 votes 0 answers 14 views

Let $A$ an Integral Domain and a Valuation Ring of $K=Frac(A)$. Prove that $A$ is an integral closed local ring

Jesus Beza Rios's user avatar Jesus Beza Rios
  • 23
modified 28 mins ago -2 votes 0 answers 41 views

How many rational solutions does $y^2=x^2+x^4+x^8$ have? [closed]

Captain Lama's user avatar Captain Lama
  • 26.9k
modified 28 mins ago 1 vote 1 answer 57 views

Strong convexity inequality

Anne Bauval's user avatar Anne Bauval
  • 43.3k
modified 30 mins ago 1 vote 0 answers 7 views

If a sum $\sum_{k<x} a_k$ is asymptotically less than $\sum_{k<x} b_k$ , then $\sum_{k<x} (a_k)^n < \sum_{k<x} (b_k)^n $ if the second sum converges.

RicardoMM's user avatar RicardoMM
  • 845
modified 30 mins ago 1 vote 0 answers 10 views

Choice of norm and conditions on $G(\theta)$ to ensure bounded eigenvalues in an integral operator

EngineerMathlover's user avatar EngineerMathlover
  • 87
modified 32 mins ago 0 votes 0 answers 32 views

Confusing notation in a partial derivative from a textbook called "A first course in calculus of variations"

Uri Greenberg's user avatar Uri Greenberg
  • 113
modified 41 secs ago 0 votes 0 answers 9 views

Jacobian of a Null Space

Ivan's user avatar Ivan
  • 57
asked 33 mins ago 4 votes 2 answers 1k views

Linear independence and Schauder basis

Pro_blem_finder's user avatar Pro_blem_finder
  • 97
modified 35 mins ago 0 votes 0 answers 10 views

About the proof of MCT in Analysis, Lieb & Loss in section 1.6

s11r40ppp's user avatar s11r40ppp
  • 21
asked 35 mins ago 0 votes 0 answers 4 views

Orthogonal complement of kernel in a hilbert space

Tapi's user avatar Tapi
  • 1,735
asked 35 mins ago 2 votes 4 answers 1k views

Is $\tan90°$ undefined or is it positive infinity?

Bulby's user avatar Bulby
  • 29
modified 36 mins ago 0 votes 0 answers 11 views

Radius of convergence of complex power series

Mathguide's user avatar Mathguide
  • 451
asked 38 mins ago 0 votes 0 answers 38 views

Decompose Z/mnZ

Andyqian7's user avatar Andyqian7
  • 35
modified 46 mins ago 0 votes 1 answer 36 views

Upper Bound for the Field of Definition of an Elliptic Surface

Joe Silverman's user avatar Joe Silverman
  • 2,254
answered 46 mins ago 3 votes 1 answer 84 views

Minimizing the ratio of sum of all possible distances between 4 points and the minimum distance.

Pranay's user avatar Pranay
  • 2,218
answered 48 mins ago 1 vote 0 answers 15 views

If $X$ is an inner product space, $x,u,v \in X$ and $s \in [0,1]$, prove that $||su+(1-s)v-x||^2 + s(1-s)||u-v||^2 = s||u-x||^2+(1-s)||v-x||^2$.

Anne Bauval's user avatar Anne Bauval
  • 43.3k
modified 48 mins ago 0 votes 0 answers 15 views

Solving Hamilton’s equations on curved surface

Xiaoyu Zhao's user avatar Xiaoyu Zhao
  • 1
asked 49 mins ago 0 votes 0 answers 39 views

Double Tangent Bundle and Tangent and Normal Components to Acceleration

Jeffrey Rolland's user avatar Jeffrey Rolland
  • 867
modified 54 mins ago 5 votes 1 answer 2k views

Really simple combinatorics question - Composition of n number strings

Community's user avatar CommunityBot
  • 1
modified 54 mins ago 0 votes 0 answers 10 views

Prove the density of $(X,Y,Z)$ has the form:$q(z)r(z,x)s(z,y)$.Where $X$ and $Y$ are conditionally independent given $\sigma(Z)$

Qo Ao's user avatar Qo Ao
  • 127
modified 55 mins ago 1 vote 0 answers 12 views

Character table for non abelian group of order $8$ over $\mathbb C$

shwsq's user avatar shwsq
  • 436
modified 1 hour ago 0 votes 0 answers 11 views

Countability of Antichain

1324124123's user avatar 1324124123
  • 71
asked 1 hour ago 1 vote 0 answers 10 views

Residue theorem and Cauchy integral formula with fractional powers

Nolord's user avatar Nolord
  • 2,061
asked 1 hour ago 0 votes 0 answers 7 views

A question on coefficient functional in Banach space with countable Schauder basis

Pro_blem_finder's user avatar Pro_blem_finder
  • 97
asked 1 hour ago 0 votes 1 answer 30 views

Hecke operators are multiplicative on Jacobian

Aphelli's user avatar Aphelli
  • 36.1k
answered 1 hour ago 4 votes 2 answers 61 views

Understanding why the number of tic-tac-toe games is not $2^9$.

ECL's user avatar ECL
  • 3,190
modified 1 hour ago 3 votes 1 answer 80 views

A strengthening of Vopenka's principle

TiskarnaBrother's user avatar TiskarnaBrother
  • 33
modified 1 hour ago 0 votes 0 answers 57 views

Transfinite induction in non-standard logics

TiskarnaBrother's user avatar TiskarnaBrother
  • 33
modified 1 hour ago 1 vote 0 answers 17 views

Solving a Laplace Equation mixed boundary problem

Tomas smith Smith's user avatar Tomas smith Smith
  • 21
asked 1 hour ago 1 vote 1 answer 38 views

irreducible factors in group determinant

KCd's user avatar KCd
  • 50k
answered 1 hour ago 0 votes 0 answers 12 views

Invers map of charst is locally smooth

user1072285's user avatar user1072285
  • 583
asked 1 hour ago 0 votes 1 answer 1k views

Calculating the angle between a direction and a point

Community's user avatar CommunityBot
  • 1
modified 1 hour ago 1 vote 0 answers 19 views

Approximating characteristic functions by continuous function (without Urysohn's lemma)

Guest's user avatar Guest
  • 1,637
asked 2 hours ago 0 votes 1 answer 53 views

The existence of a measure $\mu $ on [0,1] such that $\int pd\mu =\displaystyle\sum_{k=1}^{n}p^{(k)}(k/n)$?

Sangchul Lee's user avatar Sangchul Lee
  • 174k
answered 2 hours ago 1 vote 0 answers 79 views

A hard question about plane geometry

MathNoob's user avatar MathNoob
  • 341
modified 2 hours ago 0 votes 1 answer 59 views

Show $R+Sx+Tx^2 \equiv aR+aSy+aTy^2$ is not possible for $R,S,T$ symmetric functions of $x,y,z$ and $a \ne 1$

John1970's user avatar John1970
  • 481
modified 2 hours ago 2 votes 0 answers 47 views

A square matrix $A$ is similar to $A^*$ if and only if $A$ is similar to a real matrix

kipf's user avatar kipf
  • 2,523
modified 2 hours ago 0 votes 0 answers 32 views

Modified Maximal Operator

user1097620's user avatar user1097620
  • 67
modified 2 hours ago 0 votes 0 answers 24 views

can $\max(x_1, x_2, x_3)$ be a constraint in Linear Programming?

Princess Mia's user avatar Princess Mia
  • 3,229
asked 2 hours ago 3 votes 1 answer 63 views

I have a question about Hartshorne Chapter2 Lemma 4.5

okabe rintarou's user avatar okabe rintarou
  • 437
answered 2 hours ago 0 votes 0 answers 20 views

Probabilistic Method to construct a low intersecting family of sets

Yellowyeti's user avatar Yellowyeti
  • 21
modified 2 hours ago 0 votes 0 answers 12 views

Notation for area and Dirichlet energy in Pinkall and Polthier's paper

lightxbulb's user avatar lightxbulb
  • 2,366
asked 3 hours ago 4 votes 4 answers 234 views

Evaluation of $\int_0^{\infty} \frac{e^{-x}\sin(ax)\ln(x)}{x}dx $ where $a > 0$ is a real constant.

Amrut Ayan's user avatar Amrut Ayan
  • 4,957
modified 3 hours ago 0 votes 0 answers 15 views

Sheaf-structure of the functor of small cochain in singular cohomology

Manuel Bonanno's user avatar Manuel Bonanno
  • 335
modified 3 hours ago 1 vote 0 answers 42 views

Convex hexagon $|AB|=|AF|=|AD|=|BE|=|CF|=a$, Prove $a$ reaches maximum when six points are on an ellipse.

hbghlyj's user avatar hbghlyj
  • 3,459
modified 3 hours ago 11 votes 2 answers 211 views

Generalizing $\int_{0}^1 \ln^n(1-x)\ln^n(1+x)\,dx$

Amrut Ayan's user avatar Amrut Ayan
  • 4,957
modified 3 hours ago 3 votes 1 answer 91 views

A problem on right-ordered groups.

navashree chanania's user avatar navashree chanania
  • 41
answered 3 hours ago 2 votes 0 answers 204 views +50

Morera's Theorem in Several Variables

Felix Benning's user avatar Felix Benning
  • 2,565
modified 3 hours ago 2 votes 1 answer 74 views +50

Does convergence in total variation imply weak convergence $\mu_j \stackrel{\ast}{\rightharpoonup} \mu$?

Rondoudou's user avatar Rondoudou
  • 1,346
answered 3 hours ago -1 votes 0 answers 19 views

aprroximate the number of blue elements in a cube by sample the number of blue elements in a row

HeroZhang001's user avatar HeroZhang001
  • 3,095
modified 3 hours ago 7 votes 3 answers 199 views

Sum of two closed subspaces in a Banach Space

Mr. Gandalf Sauron's user avatar Mr. Gandalf Sauron
  • 16.1k
modified 3 hours ago -2 votes 0 answers 21 views

Question Related to Poisson's Equation

maffsPro's user avatar maffsPro
  • 1
modified 3 hours ago 2 votes 1 answer 3k views

Show that the Jordan measure is zero

Community's user avatar CommunityBot
  • 1
modified 3 hours ago 0 votes 1 answer 21 views

Stein Shakarchi Fourier Analysis Chapter 8 Exercise 7

Thomas's user avatar Thomas
  • 7,938
answered 3 hours ago 1 vote 0 answers 26 views

Applying Lie's Theorem in linear algebra

alien2003's user avatar alien2003
  • 1,164
asked 4 hours ago 0 votes 0 answers 5 views

Parameterization of Kasner exponents

mathemania's user avatar mathemania
  • 504
asked 4 hours ago 3 votes 0 answers 51 views +100

Reducing the sunflower problem to the Ramsey problem, best bound?

user1001001's user avatar user1001001
  • 5,164
modified 4 hours ago 1 vote 0 answers 14 views

Planar graph problem

Сергей Малышев's user avatar Сергей Малышев
  • 111
asked 4 hours ago 0 votes 1 answer 32 views

System of Equations $2x-y+3z+w=6$ and $4x-2y-z+2w=10$

Aemiro tizazu Aemiro's user avatar Aemiro tizazu Aemiro
  • 1
modified 4 hours ago 0 votes 0 answers 11 views

A calculation on the canonical connection/curvature of the tautological bundle of Grassmannian

Ray's user avatar Ray
  • 1,360
asked 5 hours ago 1 vote 0 answers 13 views

Question about intersection of two hypersurfaces

Johnny T.'s user avatar Johnny T.
  • 3,019
asked 5 hours ago 1 vote 1 answer 24 views

$L^1$ norm of Fourier transform of $C_c^\infty$ bounded by $L^\infty$ norm of some derivatives

MikeMichael_maths's user avatar MikeMichael_maths
  • 63
answered 5 hours ago 2 votes 0 answers 8 views

Applications of the Petersson trace formula

Gory's user avatar Gory
  • 285
asked 5 hours ago 0 votes 0 answers 30 views

Prove that this is a power function

Dr. Richard Klitzing's user avatar Dr. Richard Klitzing
  • 5,222
modified 5 hours ago 7 votes 0 answers 73 views

Matsumura's Commutative Ring Theory, Theorem 8.14

Riley's user avatar Riley
  • 81
modified 5 hours ago 1 vote 0 answers 30 views

Orthogonal Complement of linear subspace

Vector's user avatar Vector
  • 306
asked 5 hours ago 0 votes 0 answers 16 views

Approximation of $2\pi$-periodic r-times continuously differential function by trigonometric polynomials

John's user avatar John
  • 1
asked 5 hours ago 2 votes 2 answers 938 views

Question about the Riemann-Lebesgue Lemma proof

Community's user avatar CommunityBot
  • 1
modified 5 hours ago 1 vote 0 answers 20 views

Elementary Method for Calculating Ideal Class Group

Martin Brandenburg's user avatar Martin Brandenburg
  • 175k
modified 6 hours ago 3 votes 0 answers 25 views

A-lattices for Dedekind domains

Martin Brandenburg's user avatar Martin Brandenburg
  • 175k
modified 6 hours ago 2 votes 1 answer 23 views

A function is positive on a set with positive Lebesgue outer measure, the integral is also positive?

Anonymous Apple's user avatar Anonymous Apple
  • 145
answered 6 hours ago 3 votes 0 answers 79 views

Characteristic polynomial equality as corollary of a general identity

Antonio's user avatar Antonio
  • 122
modified 6 hours ago 8 votes 1 answer 334 views

Is every norm for real matrices extensible to a norm for complex matrices?

user1551's user avatar user1551
  • 144k
modified 6 hours ago 0 votes 0 answers 14 views

space of $k$ times continuously differentiable function is dense in sobolev space $W^{k,p}$

Pro_blem_finder's user avatar Pro_blem_finder
  • 97
modified 6 hours ago 0 votes 0 answers 12 views

Doubt with isometries and injectivity Radius

A Name's user avatar A Name
  • 361
asked 6 hours ago 8 votes 1 answer 122 views

Relationship between scalar and vector valued automorphic forms

YuiTo Cheng's user avatar YuiTo Cheng
  • 4,303
modified 6 hours ago 4 votes 1 answer 1k views

Nash Equilibrium in 3+-player games with more than 1 players deviating from it

Greg Martin's user avatar Greg Martin
  • 86.6k
modified 6 hours ago 6 votes 0 answers 168 views

Deriving the telegrapher PDE from a run-and-tumble model

Nap D. Lover's user avatar Nap D. Lover
  • 1,155
modified 7 hours ago 0 votes 3 answers 96 views

Uniqueness of Gram Schmidt

copper.hat's user avatar copper.hat
  • 176k
modified 8 hours ago 0 votes 1 answer 36 views

Intersection Points of Sine Functions with Incommensurate Periods

WebbWayne's user avatar WebbWayne
  • 67
answered 8 hours ago 3 votes 2 answers 125 views

How to evaluate $\lim_{n\to\infty} \int_0^n\frac{(1-\cos\left( \frac tn\right)) \ln \left( 1+\frac tn\right)}{\left( \frac tn\right)^{3} (1+t^2)} dt$

Paramanand Singh's user avatar Paramanand Singh
  • 89.5k
modified 9 hours ago 3 votes 1 answer 140 views +100

$a_n$ increasing, $\sum\frac{1}{a_n}$ diverges $\implies\exists\ n_1<n_2<n_3,$ such that $\vert (a_{n_3}-a_{n_2})-(a_{n_2}-a_{n_1})\vert<\varepsilon$

Alex Ravsky's user avatar Alex Ravsky
  • 101k
answered 12 hours ago 1 vote 2 answers 142 views

Why doesn't $\sum \frac{\sin(\frac{1}{n})}{\sqrt n}$ diverge?

Gary's user avatar Gary
  • 34.1k
modified 12 hours ago 15 votes 5 answers 597 views

How to show that $\sum_{n=1}^{\infty} \frac{1}{(2n+1)(2n+2)(2n+3)}=\ln(2)-1/2$?

Felix Marin's user avatar Felix Marin
  • 92k
modified 13 hours ago 0 votes 0 answers 22 views

Embedded Disks in $\mathbb{C}P^2$ with boundary in $\mathbb{C}P^1$

Geometry Fanatic's user avatar Geometry Fanatic
  • 63
modified 13 hours ago 3 votes 4 answers 158 views

Riemann Integrals converging to $0$

Felix Marin's user avatar Felix Marin
  • 92k
modified 13 hours ago Browse more Questions

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