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Venous dimension of shock: Integrating arterial inflow and venous back-pressure in hemodynamic assessment. [PDF]

World J Crit Care Med
Kataria S, Vinjamuri S, Juneja D, Goel S.   +3 more
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Editorial: Verification, Falsification, and the Methodology Paradigm Shift for Scientific Psychology. [PDF]

Psych J
Zhang J.
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Public policy on Human Papillomavirus immunization: an analysis based on the Walt and Gilson policy triangle. [PDF]

Rev Esc Enferm USP
Saldías-Fernández MA, García-Gutiérrez J.   +1 more
europepmc   +1 more source

Finite-Capacity Thermodynamics of Causal Horizons. [PDF]

Entropy (Basel)
Antiba CA.
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Integral Ecology and the University

Integral Ecology and the University
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A Universal Integral as Common Frame for Choquet and Sugeno Integral

IEEE Transactions on Fuzzy Systems, 2010
The Choquet and the Sugeno integral provide a useful tool in many problems in engineering and social choice where the aggregation of data is required. However, their applicability is restricted because of the special operations used in the construction of these integrals.
Radko Mesiar, Erich Peter Klement, Endre Pap   +2 more
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On universal KC-integrals

Journal of Mathematical Analysis and Applications, 2023
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Lenka Halčinová, Ondrej Hutník, Jozef Kiseľák, Jaroslav Šupina   +3 more
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The Bipolar Universal Integral

2012
The concept of universal integral, recently proposed, generalizes the Choquet, Shilkret and Sugeno integrals. Those integrals admit a bipolar formulation, useful in those situations where the underlying scale is bipolar. In this paper we propose the bipolar universal integral generalizing the Choquet, Shilkret and Sugeno bipolar integrals.
GRECO, Salvatore, Mesiar R, Rindone F.
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Universal Pettis Integrability

Canadian Journal of Mathematics, 1985
Since the invention of the Pettis integral over forty years ago [11], the problem of recognizing the Pettis integrability of a function against an individual measure has been much studied [5, 6, 7, 8, 9, 20]. More recently, Riddle-Saab-Uhl [14] and Riddle-Saab [13] have considered the problem of when a function is integrable against every Radon measure
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