Full name Familienname, Vorname
Mesa Pascasio, Johannes
 
Main Affiliation Organisations­zuordnung
 

Results 1-13 of 13 (Search time: 0.003 seconds).

PreviewAuthor(s)TitleTypeIssue Date
1Mesa Pascasio Johannes - 2017 - Current-based simulation models of quantum...pdf.jpgMesa Pascasio, Johannes Current-based simulation models of quantum motionThesis Hochschulschrift 2017
2Grössing, G. ; Fussy, S. ; Mesa, J.P. ; Schwabl, H. The quantum sweeper effectArtikel Article2015
3Grössing, G. ; Fussy, S. ; Mesa Pascasio, J. ; Schwabl, H. Implications of a deeper level explanation of the {deBroglie-Bohm} version of quantum mechanicsArtikel Article2015
4Grössing, G. ; Fussy, S. ; Mesa Pascasio, J. ; Schwabl, H. Extreme beam attenuation in double-slit experiments: {Q}uantum and subquantum scenariosArtikel Article2015
5Grössing, G. ; Elze, H.-T. ; Mesa, J.P. ; Walleczek, J. EmQM13: Emergent Quantum Mechanics 2013Artikel Article2014
6Grössing, G. ; Fussy, S. ; Mesa, J.P. ; Schwabl, H. Relational causality and classical probability: Grounding quantum phenomenology in a superclassical theoryArtikel Article2014
7Fussy, S. ; Mesa Pascasio, J. ; Schwabl, H. ; Grössing, G. Born's Rule as Signature of a Superclassical Current AlgebraArtikel Article2014
8Mesa Pascasio, J. ; Fussy, S. ; Schwabl, H. ; Grössing, G. Modeling quantum mechanical double slit interference via anomalous diffusion: independently variable slit widthsArtikel Article2013
9Grössing, G. ; Fussy, S. ; Mesa, J.P. ; Schwabl, H. "Systemic nonlocality" from changing constraints on sub-quantum kinematicsArtikel Article2013
10Grössing, G. ; Fussy, S. ; Mesa, J.P. ; Schwabl, H. A classical framework for nonlocality and entanglementArtikel Article2012
11Mesa, J.P. ; Fussy, S. ; Schwabl, H. ; Grössing, G. Classical Simulation of Double Slit Interference via Ballistic DiffusionArtikel Article2012
12Grössing, G. ; Fussy, S. ; Mesa, J.P. ; Schwabl, H. The Quantum as an Emergent SystemArtikel Article2012
13Schwabl, H. ; Mesa, J.P. ; Fussy, S. ; Grössing, G. Quantum features derived from the classical model of a bouncer-walker coupled to a zero-point fieldArtikel Article2012