Integral cohomology algebras

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Focusing on the algebraic structures of cohomology groups with integer coefficients, this book delves into the relationships between cohomology algebras and their Eckmann-Hilton duals of homotopy groups. It highlights the generalization of Steenrod algebra structures for cohomology over finite fields and provides examples that utilize cohomology algebra to differentiate topological spaces. Early chapters outline Eckmann-Hilton duality and primary operations, while the concluding chapter suggests avenues for future research in the field.