Split (3)

train · 230k rows

latex stringlengths 1 188	sample_id stringlengths 16 16	split_tag stringclasses 1 value	data_type stringclasses 1 value
4^{\sqrt{8}}+10-\frac{10}{9}-8	9790d7b3eab07bcc	train	human
(\begin{matrix}4\\ 2\end{matrix})	ff5f3b793bb2203b	train	human
(\begin{matrix}11\\ 4\end{matrix})	9b80da473e90dda8	train	human
(\frac{n0-n1}{n0+n1})^{2}	fe69f75f269e9831	train	human
\tilde{L}	c1f6af2d09493891	train	human
\frac{N_{G}}{N}	6a10cc9f34bd1494	train	human
\alpha_{1}=\frac{3-k}{4}	1a878045bff0df2a	train	human
\frac{\partial F}{\partial y}=J	37483b1cacba9e73	train	human
AG(p)	66f5aa1cb2206692	train	human
X_{0}=x	3b74e884ea56b647	train	human
A^{\prime}[\vec{v}]_{B^{\prime}}=[T(\vec{v})]_{B^{\prime}}	8fe0da049234e267	train	human
r=\frac{r_{a}r_{b}}{r_{c}}	81c116ac2971d233	train	human
y^{2}=\frac{1}{1+c\times e^{2x}}	e187b54c58cb2fa1	train	human
\sqrt{nc}	ebb1cc625f73f668	train	human
\hat{y}_{t}	2fe27c8432727274	train	human
n^{\underline{k}}	8ee6b1b885c92808	train	human
\frac{\pi}{3\sqrt{3}}\simeq0.6046	e3dec4b77aea373d	train	human
H^{i}(X,L^{-1})=0	80da3f702f8280b3	train	human
\|f_{n}(x)\|\le\frac{1}{2n}	30696f1bad274ade	train	human
e^{\cdot\frac{(F\cdot M)^{0}}{0{(s_{F})}^{0}}}	066bb817712233dd	train	human
(\begin{matrix}n\\ q\end{matrix})	a70b8481e15d7d28	train	human
\frac{(A\times B)\cdot(A\times N)}{\|\|A\times B\|\|\|\|A\times N\|\|}	8627e0506e6ebc55	train	human
B(p,q)=\frac{\Gamma(p)\Gamma(q)}{\Gamma(p+q)}	fcc27906178371e0	train	human
\frac{449}{7}+9^{\sqrt{106}}	ef91a0d39b92af02	train	human
\|\|\vec{E}\|\|=\|\|\vec{N}\|\|=1	364f54f61f400c60	train	human
\frac{E_{c,t_{0}}}{p_{c,t_{0}}}=q_{c,t_{0}}	f2ff1d5f6991b31d	train	human
W_{i+1}=exp(\frac{...}{...})	85df626724695e74	train	human
\sqrt{390}^{\sqrt{7}}+\frac{6}{\sqrt{10}}	f575b44e2e20d769	train	human
\frac{da}{dN}=C(\Delta K)^{m}	27cec1a9aaee6111	train	human
\frac{ml}{min}	95ad8070aa5e62bf	train	human
((387+\sqrt{261})+\frac{\frac{8}{7}}{\sqrt{8}})	97fa4b68d39905f4	train	human
\frac{1}{2}+\frac{1}{6}+\frac{1}{21}	99468169d1d568b3	train	human
[x,x+\sqrt{2x}],x\ge2	a3ad55520d3626b3	train	human
\phi(x)=\frac{e^{-x^{2}}}{\sqrt{\pi}}	886b847befc6d000	train	human
\frac{\partial\psi}{\partial t}=P\psi	3ace43c017b71cdd	train	human
\|a\|<1	fa86a12a3610392b	train	human
\frac{1\pi}{\sqrt{\frac{Gz_{lbn}}{y^{3}}}}	25cc0d28ceb7dc3b	train	human
n_{i}=\frac{g_{i}}{e^{\alpha+\beta\epsilon_{i}}+1}	88ce27253581a20c	train	human
[\begin{matrix}1&0\\ G&1\end{matrix}]	66e81460b3b57a67	train	human
\int_{X}\int_{Y}\int_{Z}	4e78fd418450f93d	train	human
\sqrt{!}	3f180073864006b7	train	human
\tilde{\sigma}(xG^{\prime})=\sigma(x)G^{\prime}	ab8d3c36953eabc1	train	human
(\frac{7}{2}+201)^{4-9}	931a028bf02732b4	train	human
\frac{dh}{dr}=\frac{\Omega^{2}r}{g}	33b0a95c04cd8fed	train	human
\rho(u)=\frac{1}{\sqrt{1-\frac{u^{4}}{r^{4}}}}	7a494e47d0430946	train	human
\sigma=\frac{My}{I}=Ey\frac{\partial^{2}u}{\partial x^{2}}	6f7ac2227171fe98	train	human
{\sum_{n=1}^{\infty}}^{\prime}\frac{1}{n}	66e4718d268a450e	train	human
g\otimes C[t,t^{-1}]	7260fab864c63bf3	train	human
\frac{Dv}{Dt}+u\beta y=-\frac{\partial\phi}{\partial y}	e52a7595407bdc4f	train	human
A=G\frac{\lambda^{2}}{4\pi}	6dccc253ee77ad54	train	human
=120\pi	ec51a752a792f680	train	human
\hat{A}	fa053d4ce8f021ca	train	human
\sqrt{y}	ec3e871506623550	train	human
[\begin{matrix}3&0\\ 0&-2\end{matrix}]	e043274b6313aacd	train	human
\sqrt{12\times RV}	60e71bfb446f0cef	train	human
\mu_{T}=(\pi_{ST})_{*}(\mu_{S})	4c0da555835a33e0	train	human
D_{j}=-i\frac{\partial}{\partial x_{j}}	d1596731b6d8fe68	train	human
\overline{\phi}	6ded0aab3ed1f60b	train	human
\frac{d\phi}{dx}	eecd6210e39591a5	train	human
MPK=\frac{\partial F}{\partial K}	77c8cf93eaf713eb	train	human
I_{2}=\int f(\theta)d^{3}x	2b09c51899522363	train	human
\frac{ISO_{B}\Delta t_{B}}{ISO_{N}\Delta t_{N}}	9c95433bd3077de4	train	human
\prod_{i=1}^{m}Q(\beta_{i}z)	dd3370198ce0632c	train	human
W(z)=\prod_{j\ge1}(1-z/2^{j})	9859dba6e4c11486	train	human
\int_{L}f(z)dz	f03f0dfc78f5cee8	train	human
\langle\psi\|A\|\psi\rangle	ebc106e4746b1b9f	train	human
Q=ubh	35986e7c33151445	train	human
Im(\frac{tanh(x+iy)}{x+iy})	3d7127e1f4ff4561	train	human
\sqrt{\frac{1}{126}}	1906d1b0edc4cfa8	train	human
w=19.5	2b41fb007d8c6f0d	train	human
\sum k(\begin{matrix}n\\ k\end{matrix})	a396c75be4b410ac	train	human
\frac{1}{\sqrt{1-x^{2}}}	bbea576b91eccb0c	train	human
(-\Delta)^{\frac{1}{2}}u=f	eaa8071f1836a0f7	train	human
b=\frac{D}{e^{\int_{s_{4}}^{x}P(s)ws}}	a6a6102f0c81d69d	train	human
(\frac{\sqrt{332}}{7}-\sqrt{81}+6)	3b71abf55ba715c6	train	human
x_{0}\in R^{n}	00d7dbaaebc93c25	train	human
s\{\begin{matrix}2\\ 2\end{matrix}\}	9e03643014163106	train	human
c=(1,2)	a1e421d14c491bcd	train	human
d_{\hat{K}}	dbe6b586a8d5efa6	train	human
\hat{p}=1	3fe106672705f520	train	human
\frac{e^{\cdot\frac{x^{8}}{8\sigma^{8}}}}{\sqrt{8\vartheta}\sigma}	078fc55a49e1975f	train	human
W_{0}^{1,p}(X)\subseteq L^{\varphi}(X)	14bcba1b720e75f9	train	human
z=\frac{R(t_{0})}{R(t_{e})}-1	257d1657890fbf08	train	human
B=\int_{0}^{1}L(X)dX	e706e1c75effb7a2	train	human
\frac{x^{2}-x+1}{5x^{2}+3}	1da63938d195cd37	train	human
K_{Ic}=\sqrt{E^{*}J_{Ic}}	32495d86de0bd027	train	human
2^{7/12}=\sqrt[12]{128}	355faef7aa129fb3	train	human
\frac{\sqrt{\frac{(d_{1}u)^{d_{1}}d_{5}^{d_{5}}}{(d_{1}u+d_{5})^{d_{1}+d_{5}}}}}{uC(\frac{d_{1}}{5},\frac{d_{5}}{5})}	515e1ad65cf1dadb	train	human
273^{4}+26+403	8592d2f66d8df573	train	human
\frac{9}{4}-218+1^{7}	14205dace4b332c3	train	human
\sqrt{\mu}	9f8e0b6a661528b1	train	human
A^{T}=A	85580480e8fddec0	train	human
2am(\frac{t}{2}\|4)	ca01ebdcd35f9e8b	train	human
\hat{6}	699d63d380847aba	train	human
(\frac{\frac{297}{265}}{419})^{5^{7}}	71c9f8296a8504bb	train	human
C_{x}(t_{1}-t_{2},0)	5bb76f8c3560eada	train	human
{177^{323}}^{\sqrt{6}\cdot219}	6886bfc3d39926d5	train	human
\frac{dS}{dt}-\frac{\dot{Q}}{T}\ge0	bade0d9356ca5243	train	human
\beta=\frac{\partial f}{\partial y}	b78bb9a8151eeaa0	train	human
f^{(3)}(x)=120x^{3}	43fa40c0d6267cc6	train	human

Subsets and Splits

No community queries yet

The top public SQL queries from the community will appear here once available.