World's Best Scientists 2026 revealed!

Overview

Daniel M. Kan was affiliated with Columbia University in the United States. Their research primarily focused on fields related to engineering, with significant contributions in civil and structural engineering as well as building and construction.

Their work spanned several specialized topics, including:

  • Structural Behavior of Reinforced Concrete
  • Structural Load-Bearing Analysis
  • Structural Engineering and Vibration Analysis
  • Masonry and Concrete Structural Analysis
  • Innovative concrete reinforcement materials

Kan published in venues with a focus on buildings and construction materials. The frequent publication venue for their work was the journal Buildings, where they published at least two papers.

Their recent papers included:

  • Design and Construction of High-Performance Long-Span Steel Transfer Twin Trusses Applied in One Hospital Building in Hong Kong (2023), published in Buildings
  • An Innovative Composite Wall Inner Tie System Applied to Reinforced Concrete Modular Integrated Construction (2024), published in Buildings

Throughout their career, Kan collaborated with several coauthors. The most frequent collaborators were:

  • Xiao-Kang Zou
  • Yi Zhang
  • Yao-Peng Liu
  • Liang-Cheng Shi
  • Jiang Huang

Their research often addressed complex issues related to the structural behavior and load-bearing characteristics of reinforced concrete, as well as the development and application of innovative reinforcement materials.

Best Publications

  • Homotopy Limits, Completions and Localizations

    Aldridge Knight Bousfield;Daniel Marinus Kan

  • Function complexes in homotopical algebra

    W.G. Dwyer;D.M. Kan

  • Simplicial localizations of categories

    W.G. Dwyer;D.M. Kan

  • Calculating simplicial localizations

    W.G. Dwyer;D.M. Kan

  • A COMBINATORIAL DEFINITION OF HOMOTOPY GROUPS

    Daniel M. Kan

  • Every connected space has the homology of a K(π,1)

    D.M. Kan;W.P. Thurston

  • HOMOTOPY COMMUTATIVE DIAGRAMS AND THEIR REALIZATIONS

    W.G. Dwyer;D.M. Kan;J.H. Smith

  • ON c. s. s. COMPLEXES.

    Daniel M. Kan

  • A classification theorem for diagrams of simplicial sets

    W.G. dwyer;D.M. Kan

  • The homotopy spectral sequence of a space with coefficients in a ring

    A.K. Bousfield;A.K. Bousfield;D.M. Kan;D.M. Kan

  • Homotopy theory and simplicial groupoids

    W.G. Dwyer;D.M. Kan

  • Singular functors and realization functors

    W.G. Dwyer;D.M. Kan

  • An E2 model category structure for pointed simplicial spaces

    W.G. Dwyer;D.M. Kan;C.R. Stover

  • Function complexes for diagrams of simplicial sets

    W.G. Dwyer;D.M. Kan

  • An obstruction theory for diagrams of simplicial sets

    W.G. Dwyer;D.M. Kan

  • The homotopy theory of cyclic sets

    W. G. Dwyer;M. J. Hopkins;D. M. Kan

  • An arithmetic square for virtually nilpotent spaces

    E. Dror;W. G. Dwyer;D. M. Kan

  • Equivariant maps which are self homotopy equivalences

    E. Dror;W. G. Dwyer;D. M. Kan

  • The bigraded homotopy groups πi, jX of a pointed simplicial space X

    W.G. Dwyer;D.M. Kan;C.R. Stover

  • Model Categories and More General Abstract Homotopy Theory: A Work in What We Like to Think of as Progress

    William G. Dwyer;Philip S. Hirschhorn;Daniel M. Kan

Frequent Co-Authors

William G. Dwyer
William G. Dwyer University of Notre Dame
William P. Thurston
William P. Thurston Cornell University

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Best Scientists Citing Daniel M. Kan