Mathematics
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8 Show that the space $Y = S^3 \vee S^6$ has precisely two distinct homotopy classes of comultiplications. Mar 21
6 Comparison between Van Kampen theorem from Allen Hatcher and “Introduction to knot theory”. Aug 9 '19
5 proving that $a + b \sqrt {2} + c \sqrt{3} + d \sqrt{6} $ is a subfield of $\mathbb{R}$ Aug 31 '19
5 How can I know the number of solutions of the following congruence $x ^ {10} \equiv 1 \pmod {2016}$? Jun 8 '19
5 Seifert surfaces for knots $6_1, 6_2, 6_3$. Aug 1 '19
5 A difficulty in understanding a part of solution of Q.1.3.10 in Allan Pollack and Guillemin. Sep 20 '18
5 Find the integral $\int _{1}^{e} (x \ln x)^2 dx$. Nov 27 '18
4 A difficulty in understanding the definition of “Spaces of Matrix Elements.” Mar 8 '19
4 Show that $\mathbb{R}P^5$ and $ \mathbb{R}P^4 \vee S^5$ have the same fundamental group and homology group. Nov 8 '19
3 A difficulty in understanding the proof of Riemann Lebesgue lemma. Feb 5 '19
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