Is the equipartition theorem derivable from more basic principles
135845
For which systems is the equipartition theorem valid?
141907
Haag's theorem and practical QFT computations
84733
Why $a\equiv b\pmod n$ implies $a$ and $b$ have equal remainder when divided by $n$?
116305
Proving DeMorgan's Theorem
139308
Every partially defined isometry can be extended to a isometry
25553
elementary set theory (cartesian product and symmetric difference proof)
47838
Lemma 3.3-7 and Theorem 3.6-2 in Kreyszig's "Introductory Functional Analysis With Applications": What if completeness is lost?
146933
Proving bipartition in a connected planar graph
21807
on proving bac-cab rule, $\vec{A} \times ( \vec{B} \times \vec{C})= \vec{B} (\vec{A} \cdot\vec{C})- \vec{C}(\vec{A}\cdot\vec{B})$
143646
Is it possible to prove reflexive, symmetric and transitive properties of equality and the transitive property of inequality?
55257
Egoroff's theorem in Royden Fitzpatrick (comparison with lemma 10)
76381
Plain integer partitions of $n$ using $r$ parts
63559
Is there a more complete way of proving this theorem (that I devised)? OR does this theorem already exist and have a name?
40937
Is the set of partial order relations over $ \mathbb{N}$ countable?
21250
Prove $x \equiv a \pmod{p}$ and $x \equiv a \pmod{q}$ then $x \equiv a\pmod{pq}$
79024
the derivation of E(X|X)
65700
Deriving Birkhoff's Theorem