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Cristian Baeza

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749

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calculus

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47 votes cast

Questions (23)

Votes Activity Newest

12	Trying to prove that $H=\langle a,b:a^{3}=b^{3}=(ab)^{3}=1\rangle$ is a group of infinite order.
7	About Groups and Isomorphic Quotients
7	A curve through two vertices of a triangle, whose tangent lines bisect the area of that triangle
5	Concyclic points in $\mathbb{Z}^2$
4	Quaternions Group Homomorphic to Klein Group

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Reputation (749)

+10	Concyclic points in $\mathbb{Z}^2$
+20	Linear Functionals $\varphi[h]=\lambda\psi[h]$, Variations
+10	Calculus of Variations Problem - Boundary Conditions
+10	What can I conclude about $\text{dim}(\text{Ker}(A))$, for a singular matrix $A$.

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Answers (7)

Votes Activity Newest

4	Evaluate $\sqrt[2]{2} \cdot \sqrt[4]{4}\cdot \sqrt[8]{8}\cdot \dots$
2	I need to know if this is correct. Set Theory
1	What can I conclude about $\text{dim}(\text{Ker}(A))$, for a singular matrix $A$.
1	Concyclic points in $\mathbb{Z}^2$
1	Value for sum of inverse of Gaussian integers

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Tags (44)

4 calculus × 7	1 gaussian-integers × 2
4 fractions	1 integer-lattices × 2
2 discrete-mathematics	1 linear-algebra
1 geometry × 8	1 determinant
1 complex-numbers × 2	1 matrices

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Bookmarks (13)

Votes Activity Newest Views Added

27	Constructions of the smallest nonabelian group of odd order
24	About the ratio of the areas of a convex pentagon and the inner pentagon made by the five diagonals
15	Number of circles in configuration
9	Gelfand Topology and C*-algebras
7	Galois group of $x^4-5$

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Accounts (7)

	Mathematics	749 rep	3 silver badges16 bronze badges
	TeX - LaTeX	149 rep	5 bronze badges
	Cryptography	117 rep	6 bronze badges
	Puzzling	101 rep	1 bronze badge
	English Language & Usage	101 rep	3 bronze badges

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Popular Question × 2	Curious
Caucus	Excavator
Yearling × 3	Nice Question
Tumbleweed	Commentator
Critic	Editor

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Votes cast (47)

all time			by type
47	up		20	question
0	down		27	answer

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