@FrnkNlsn In #Theorem 2 in https://t.co/CqQI24mLS9 w/ @priyaponnapalli we prove an #Eigenvalue #Inequality key to the Higher-Order #Generalized #SVD (HO GSVD) which we formulated to separate the similar from the dissimilar among multiple matrices. #Artific
RT @priyaponnapalli: @ahmedalbidhany The right basis vectors are not orthonormal in the GSVD or HO GSVD. The left basis vectors are orthono…
RT @priyaponnapalli: @ahmedalbidhany The right basis vectors are not orthonormal in the GSVD or HO GSVD. The left basis vectors are orthono…
@ahmedalbidhany The right basis vectors are not orthonormal in the GSVD or HO GSVD. The left basis vectors are orthonormal in the GSVD and can be partially orthonormal in the HO GSVD (corresponding to the common HO GSVD subspace). For details: https://t.co
#PLOSONE: A Higher-Order Generalized Singular Value Decomposition for Comparison of Global mRNA Expression fr ... https://t.co/BXJsQZUBKD
Generalized Singular Value Decomposition for Comparison of Global #mRNA Expression from Multiple organisms = #awesome http://t.co/ZVKUYvSq
A Higher-Order Generalized Singular Value Decomposition for Comparison of Global mRNA Expression from Multiple O... http://t.co/xW00TcOX