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Heart of Irreducible Morphisms of Bounded Complexes
Communications in Algebra, 2015In [9] Giraldo and Merklen studied irreducible morphisms in the categories 𝒞(𝒜) and D−(Λ), where 𝒞(𝒜) is the category of complexes over an abelian Krull–Schmidt category 𝒜 and D−(Λ) is the derived category of the bounded above complexes of finite generate left modules, over an Artin algebra Λ.
Hernán Giraldo, Eduardo Marcos
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Mathematics of the USSR-Izvestiya, 1971
A new concept of "extremal irreducibility" for representations of Lie groups in separable locally convex spaces is introduced. All extremally irreducible representations of semisimple complex Lie groups are classified to within equivalence, i.e. to within topological isomorphism rearranging representation operators.
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A new concept of "extremal irreducibility" for representations of Lie groups in separable locally convex spaces is introduced. All extremally irreducible representations of semisimple complex Lie groups are classified to within equivalence, i.e. to within topological isomorphism rearranging representation operators.
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Creationist Purpose and Irreducible Complexity Rebutted
2007Abstract This chapter rebuts irreducible complexity and creationism by explaining the reliability of dating techniques as well as sophisticated laboratory techniques that allow researchers to synthesize extinct genes (genetic archaeology, gene resurrection) and study their homology to other genes.
Paul F. Lurquin, Linda Stone
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The Omega Number: Irreducible Complexity in Pure Math
2006We discuss the halting probability Ω, whose bits are irreducible mathematical facts, that is, facts which cannot be derived from any principles simpler than they are. In other words, you need a mathematical theory with N bits of axioms in order to be able to determine N bits of Ω.
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MINIMALLY IRREDUCIBLE FAMILIES OF COMPLEX MATRICES
Bulletin of the Australian Mathematical SocietyAbstract A family of n times n $n\times n$ n ×
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A Review of Algorithms to Computing Irreducible Testors Applied to Feature Selection
Artificial Intelligence Review, 2022Manuel S Lazo-Cortes +2 more
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New Bit Parallel Multiplier With Low Space Complexity for All Irreducible Trinomials Over GF(2ⁿ)
IEEE Transactions on Very Large Scale Integration (VLSI) Systems, 2012Seokhie Hong +2 more
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Low Complexity Bit-Parallel Multipliers Based on a Class of Irreducible Pentanomials
IEEE Transactions on Very Large Scale Integration (VLSI) Systems, 2006Roman Hermida, Francisco Tirado
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The classification of the irreducible complex algebras of infinite type
Journal d'Analyse Mathématique, 1967Guillemin, Victor W. +2 more
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Irreducible Complexity and the Problem of Biochemical Emergence
Biology and Philosophy, 1999Bruce H Weber
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