Rm Mod Research Articles

Spheres which are loop spaces 𝑚𝑜𝑑 𝑝

If S ( p ) 2 n − 1 S_{(p)}^{2n - 1} has a loop space structure, than n | p − 1 n|p - 1 .

Rational functions representing all residues 𝑚𝑜𝑑𝑝. II

Two rational functions representing all residues mod p \bmod \;p are given.

Multiplicative structures in ${\rm mod}\sbq$ cohomology theories. II

Multiplicative structures in ${\rm mod}\sbq$ cohomology theories. II

${\rm Mod}\ 3$ Pontryagin class and indecomposability of differentiable manifolds

${\rm Mod}\ 3$ Pontryagin class and indecomposability of differentiable manifolds

Cohomology ${\rm mod} p$ of the $p$ -fold symmetric products of spheres.

Cohomology ${\rm mod} p$ of the $p$ -fold symmetric products of spheres.