PAPERS

Müller H. Glob­al Scal­ing. The Fun­da­men­tals of Inter­scalar Cos­mol­o­gy. New Her­itage Pub­lish­ers, Brook­lyn, New York, USA, 2018, ISBN 978–0‑9981894–0‑6
https://progress-in-physics.com/books/muller2018.pdf

Müller H. Frac­tal Quan­ti­za­tion of Speed in Physics of Numer­i­cal Rela­tions. Progress in Physics, 2023, vol. 19, 153–155
http://www.ptep-online.com/2023/PP-66–03.PDF

Müller H. Nat­ur­al Metrol­o­gy in Physics of Numer­i­cal Rela­tions. Progress in Physics, 2023, vol. 19, 102–105
http://www.ptep-online.com/2023/PP-65–11.PDF

Müller H. Physics of Irra­tional Num­bers. Progress in Physics, 2022, vol. 18, 103–109
http://www.ptep-online.com/2022/PP-64–02.PDF

Müller H. Physics of Tran­scen­den­tal Num­bers as Form­ing Fac­tor of the Solar Sys­tem. Progress in Physics, 2022, vol. 18, 56–61
http://www.ptep-online.com/2022/PP-63–09.PDF

Müller H. Physics of Tran­scen­den­tal Num­bers on the Ori­gin of Astro­geo­phys­i­cal Cycles. Progress in Physics, 2021, vol. 17, 225–228
http://www.ptep-online.com/2021/PP-62–16.PDF

Müller H. Physics of Tran­scen­den­tal Num­bers Deter­mines Star Dis­tri­b­u­tion. Progress in Physics, 2021, vol. 17, 164–167.
http://www.ptep-online.com/2021/PP-62–05.PDF

Müller H. Physics of Tran­scen­den­tal Num­bers Meets Grav­i­ta­tion. Progress in Physics, 2021, vol. 17, 83–92
http://www.ptep-online.com/2021/PP-61–11.PDF

Müller H. et al. Entropy Analy­sis of the Bio­elec­tri­cal Activ­i­ty of Plants. Progress in Physics, 2021, vol. 17, 189–193
http://www.ptep-online.com/2021/PP-62–08.PDF

Müller H. et al. Physics of Num­bers as Mod­el of Tele­path­ic Entan­gle­ment. Progress in Physics, 2021, vol. 17, 116–123
http://www.ptep-online.com/2021/PP-61–15.PDF

Müller H. The Physics of Tran­scen­den­tal Num­bers. Progress in Physics, 2019, vol. 15, 148–155
http://www.ptep-online.com/2019/PP-58–02.PDF

Müller H. The Cos­mo­log­i­cal Sig­nif­i­cance of Super­lu­mi­nal­i­ty. Progress in Physics, 2019, vol. 15, 26–30
http://www.ptep-online.com/2019/PP-56–06.PDF

Müller H. On the Cos­mo­log­i­cal Sig­nif­i­cance of Euler’s num­ber. Progress in Physics, 2019, vol. 15, 17–21
http://www.ptep-online.com/2019/PP-56–03.PDF

Müller H. et al. On the Accel­er­a­tion of Free Fall inside Poly­he­dral Struc­tures. Progress in Physics, 2018, vol. 4, 220–225
http://www.ptep-online.com/2018/PP-55–10.PDF

Müller H. Glob­al Scal­ing of Plan­e­tary Sys­tems. Progress in Physics, 2018, vol. 2, 99–105
http://www.ptep-online.com/2018/PP-53–09.PDF

Müller H. Glob­al Scal­ing of Plan­e­tary Atmos­pheres. Progress in Physics, 2018, vol. 2, 66–70
http://www.ptep-online.com/2018/PP-53–03.PDF

Müller H. Quan­tum Grav­i­ty Aspects of Glob­al Scal­ing and the Seis­mic Pro­file of the Earth. Progress in Physics, 2018, vol. 1, 41–45
http://www.ptep-online.com/2018/PP-52–10.PDF

Müller H. Grav­i­ty as Attrac­tor Effect of Sta­bil­i­ty Nodes in Chain Sys­tems of Har­mon­ic Quan­tum Oscil­la­tors. Progress in Physics, 2018, vol. 1, 19–23
http://www.ptep-online.com/2018/PP-52–04.PDF

Müller H. Astro­bi­o­log­i­cal Aspects of Glob­al Scal­ing. Progress in Physics, 2018, vol. 1, 3–6
http://www.ptep-online.com/2018/PP-52–01.PDF

Müller H. Scale-Invari­ant Mod­els of Nat­ur­al Oscil­la­tions in Chain Sys­tems and their Cos­mo­log­i­cal Sig­nif­i­cance. Progress in Physics, 2017, vol. 4, 189–199
http://www.ptep-online.com/2017/PP-51–01.PDF

Müller H. Chain Sys­tems of Har­mon­ic Quan­tum Oscil­la­tors as a Frac­tal Mod­el of Mat­ter and Glob­al Scal­ing in Bio­physics. Progress in Physics, 2017, vol. 4, 231–233
http://www.ptep-online.com/2017/PP-51–09.PDF

Müller H. Glob­al Scal­ing as Heuris­tic Mod­el for Search of Addi­tion­al Plan­ets in the Solar Sys­tem. Progress in Physics, 2017, vol. 4, 204–206
http://www.ptep-online.com/2017/PP-51–04.PDF

Müller H. Frac­tal Scal­ing Mod­els of Nat­ur­al Oscil­la­tions in Chain Sys­tems and the Mass Dis­tri­b­u­tion of Par­ti­cles. Progress in Physics, 2010, vol. 3, 61–66
http://www.ptep-online.com/2010/PP-22–10.PDF

Müller H. Emer­gence of Par­ti­cle Mass­es in Frac­tal Scal­ing Mod­els of Mat­ter. Progress in Physics, 2012, vol. 4, 44–47
http://www.ptep-online.com/2012/PP-31–11.PDF

Müller H. Frac­tal scal­ing mod­els of nat­ur­al oscil­la­tions in chain sys­tems and the mass dis­tri­b­u­tion of the celes­tial bod­ies in the Solar Sys­tem. Progress in Physics, 2010, vol. 1, 62–66
http://www.ptep-online.com/2010/PP-20–10.PDF

Müller H. Scal­ing of body mass­es and orbital peri­ods in the Solar sys­tem. Progress in Physics, 2015 vol. 11, 133–135
http://www.ptep-online.com/2015/PP-41–05.PDF

Müller H. Scal­ing of body mass­es and orbital peri­ods in the moon sys­tems of Sat­urn, Jupiter and Uranus. Progress in Physics, 2015 vol. 11, 165–166
http://www.ptep-online.com/2015/PP-41–12.PDF

Müller H. Frac­tal Scal­ing Mod­els of Res­o­nant Oscil­la­tions in Chain Sys­tems of Har­mon­ic Oscil­la­tors. Progress in Physics, 2009, vol. 2, 72–76
http://www.ptep-online.com/2009/PP-17–13.PDF

Müller H. Scal­ing of body mass­es and orbital peri­ods in the Solar sys­tem as con­se­quence of grav­i­ty inter­ac­tion elas­tic­i­ty. // Abstracts of the XII. Inter­na­tion­al Con­fer­ence on Grav­i­ta­tion, Astro­physics and Cos­mol­o­gy, ded­i­cat­ed to the cen­te­nary of Ein­stein Gen­er­al Rel­a­tiv­i­ty the­o­ry. Moscow, PFUR, 2015, p. 53

Ries A. Bipo­lar Mod­el of Oscil­la­tions in a Chain Sys­tem for Ele­men­tary Par­ti­cle Mass­es. Progress in Physics, 2012, vol. 4, 20–28
http://www.ptep-online.com/2012/PP-31–06.PDF

Ries A. Qual­i­ta­tive Pre­dic­tion of Iso­tope Abun­dances with the Bipo­lar Mod­el of Oscil­la­tions in a Chain Sys­tem. Progress in Physics, 2015, vol. 11, 183–186
http://www.ptep-online.com/2015/PP-41–15.PDF

Ries A., Fook M. V. L. Frac­tal Struc­ture of Nature’s Pre­ferred Mass­es: Appli­ca­tion of the Mod­el of Oscil­la­tions in a Chain Sys­tem. Progress in Physics, 2010, issue 4, 82–89
http://www.ptep-online.com/2010/PP-23–20.PDF

Ries A., Fook M. V. L. Appli­ca­tion of the Mod­el of Oscil­la­tions in a Chain Sys­tem to the Solar Sys­tem. Progress in Physics, 2011, issue 1, 103–111
http://www.ptep-online.com/2011/PP-24–18.PDF

Shnoll S. E. Cos­mo­phys­i­cal fac­tors in sto­chas­tic process­es. Amer­i­can Research Press, 2012.
http://www.ptep-online.com/books/shnoll2012.pdf

Baren­blatt G. I. Scal­ing. Cam­bridge Uni­ver­si­ty Press, 2003

Schmidt-Nielsen K., Scal­ing. Why is the ani­mal size so impor­tant? Cam­bridge Uni­ver­si­ty Press, 1984

Tatis­cheff B. Frac­tals and log-peri­od­ic cor­rec­tions applied to mass­es and ener­gy lev­els of sev­er­al nuclei. arXiv:1107.1976v1 [physics.gen-ph] 11 Jul 2011

Cor­ral A. Uni­ver­sal local ver­sus uni­fied glob­al scal­ing laws in the sta­tis­tics of seis­mic­i­ty. // arXiv:cond-mat/0402555 v1 23 Feb 2004

Viehweger R. Under­stand­ing the Uni­verse through Glob­al Scal­ing. Look­ing the world with fresh eyes. Poole, UK, 2012, ISBN 978–0‑9570579–1‑3

Русский

Мюллер Х. Физика числовых отношений. В сб. Метафизика, 2022, № 2 (44). ISSN 2224–7580, DOI: 10.22363/2224–7580-2022–2‑83–92

Мюллер Х. Скейлинг как фундаментальное свойство собственных колебаний вещества и фрактальная структура пространства-времени. // Основания физики и геометрии. Издательство Российского университета дружбы народов, Москва, 2008

Мюллер Х. Сверхустойчивость как закономерность развития технических объектов. В сб.: Закономерности техники и их применение.Волгоград-София, 1989

Мюллер Х. Общая теория устойчивости и объективные тенденции развития техники. В сб.: Применение законов развития и строения техники в поисковом конструировании. Волгоград, ВПИ, 1987

Мюллер Х. Эволюция материи и распределение метрологических характеристик устойчивых систем. ВИНИТИ, 3808–84, Москва, 1984

Мюллер Х. Спектр масс и времена жизни элементарных систем. Волгоград, ВПИ, 1982, ВИНИТИ 3098–82, Москва, 1982

Численко Л. Л. Структура фауны и флоры в связи с размерами организмов. Изд. Московского университета, 1981

Жирмунский А. В., Кузьмин В. Л. Критические уровни в развитии биологических систем. Москва, Наука, 1982

Коломбет В.А. Макроскопические флуктуации, массы частиц и дискретное пространство-время. // Биофизика, 1992, т. 36, с. 492–499.

Por­tuguese

A Melo­dia da Cri­a­cao. Como o con­ceito da Escala Glob­al aux­il­ia na bus­ca pelo equi­lib­rio. Entre­vista do Hart­mut Müller. Quan­tum­Life, vol 2, 2015

Um-Einstein-no-cadeiao_GZH_25.11.2012.pdf

Deutsch

Glob­al Scal­ing. Spe­cial 1, raum & zeit, Ehlers Ver­lag, 2010, ISBN 978–3‑934196–82‑7

Glob­al Scal­ing. Basis eines neuen wis­senschaftlichen Welt­bildes. München, 2009, ISBN 978–3‑940965–21‑9

Müller H. Der quan­ten­physikalis­che Infor­ma­tion­spool. NEXUS Mag­a­zin, Aus­gabe 15, Feb­ru­ar – März 2008

Müller H. Glob­al Scal­ing – die Macht der Maßstäbe. NEXUS Mag­a­zin, Aus­gabe 12, August – Sep­tem­ber 2007

Bischof M. Glob­al Scal­ing. Das uni­verselle Prinzip der Struk­turierung der Welt. Hagia Cho­ra, vol. 30, 2008

Kaud­er­er M. Glob­al Scal­ing — der Maßstab der Natur. // 10. Graz­er Holzbau-Fach­ta­gung, Tagungs­band, Bion­is­che Tragstruk­turen im Holzbau. Tech­nis­che Uni­ver­sität Graz, Insti­tut für Holzbau und Holztech­nolo­gie, Graz, 26.09.2014

Kircheis K. Kircheis R. Nicht­lin­eare Pla­nung in der Architek­tur. Glob­al Scal­ing. FGHU, Zürich, gesund-wohnen.ch

Viehweger R. Die Welt mit neuen Augen seh’n. Erkenne das Uni­ver­sum durch Glob­al Scal­ing. Vor­wort von Peter Fras­er. RABS Ver­lag 2010, ISBN 978–0‑9570579–1‑3

Viehweger R. Eine Analyse der Poten­zen (D, C, LM) der Mit­tel der Psy­cho­so­ma­tis­chen Ener­getik mit Hil­fe von Glob­al Scal­ing. COMED, vol. 4, 2008

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