Strip Bundles and the Highest Weight Crystals Over Quantum Infinite Rank Affine Algebras

We give new realizations of the highest weight crystals B(λ) over the quantum infinite rank affine algebras U q (A ∞), U q (B ∞), U q (C ∞), and U q (D ∞) using strip bundles, which are related with Nakajima monomials.