%0 Journal Article %T Bicomplex Frames %J Sahand Communications in Mathematical Analysis %I University of Maragheh %Z 2322-5807 %A Elgourari, Aiad %A Ghanmi, Allal %A Souid El Ainin, Mohammed %D 2021 %\ 08/01/2021 %V 18 %N 3 %P 69-89 %! Bicomplex Frames %K Bicomplex %K bc-frames %K bc-frame operator %K Weyl-Heisenberg bc-frame %R 10.22130/scma.2021.140216.875 %X We define in a natural way the bicomplex analog of the frames (bc-frames) in the setting of  bicomplex infinite Hilbert spaces, and we characterize them in terms of their idempotent components. We also extend some classical results from frames theory to bc-frames and show that some of them do not remain valid for bc-frames in general. The construction of bc-frame operators and Weyl--Heisenberg bc-frames are also discussed. %U https://scma.maragheh.ac.ir/article_244941_28312fad14c7968bb218915ac76a0ec2.pdf