Arno Pähler

Personal Data

name Arno Pähler
academic degrees Dipl.Phys., Dr.rer.nat.
date of birth 13.09.1949
place of birth Anröchte
address Blumenauweg 34
06120 Halle (Saale), Germany
mobile (DE) +49 152 5364 0614
e-mail arno@paehler.at
Skype arnopaehler
website http://ostendorf68,de

School Education

1956 - 1960 Grundschule Anröchte
1960 - 1964 Altsprachliches Gymnasium Bad Driburg
1964 - 1968 Ostendorfgymnasium Lippstadt
1968 high school graduation
1968-1970 military service

Academic Education

1970 - 1972 mathematics and physics
1972 Vordiplom (~B.Sc.) mathematics (grade: B)
1972 - 1973 English literature and history
1973 - 1976 physics (major: astrophysics)
1976 Diplom (~M.Sc.) physics (grade: A)
1977 - 1983 graduate student pysics (major: biophysics)
1983 Promotion (Ph,D,) physics (grade: A)

Languages

German native speaker
English fluent at native speaker level
French school level (5 years)
Japanese (日本語) basic conversation
Persian (فارسی) minimal knowlededge

Stays Abroad

1979 Cambridge, MA, USA (MIT - 4 months)
1985 - 1989 New York, NY, USA (Columbia University)
1989 - 2006 Japan (Osaka, Tokyo, Yokohama, Himeji)
2002 - 2003 San Diego, CA, USA (Syrrx - 10 months)
2015 - 2017 Wien, Austria (1 year, 10 months)
2017 - 2019 Praha, Czechia (2 years)
2019 - 2020 Sasayama, Japan (8 months)
2020 - 2021 Uppsala, Sweden (16 months)
2023 - 2024 Uppsala, Sweden (6 months)

Professional Activities 1977 - 2021

05.2006 - 12.2021 self-employed software developer
10.2003 - 03.2006 senior scientist, Osaka Univ.
05.2003 - 09.2003 self-employed software developer
07.2002 - 04.2003 associate director, Syrrx
04.2001 - 03.2002 director/teamleader, RIKEN
04.1999 - 03.2001 deputy director, Mitsubishi Kagaku
03.1992 - 03.1999 groupleader, Mitsubishi Kagaku
04.1991 - 02.1992 groupleader, Taisho Seiyaku
12.1989 - 03.1991 postdoc, PERI
12.1988 - 11.1989 research associate, Columbia Univ.
12.1985 - 11.1988 postdoc, Columbia Univ.
01.1982 - 11.1985 research associate, FU Berlin
04.1980 - 12.1981 research associate, Univ. Göttingen
07.1979 - 10.1979 invited visitsing scientist, MIT
04.1977 - 03.1980 graduate student, MPG, Göttingen

Selfemployed Activities 2006 - 2021

09.2021 - 12.2021 Sirona, Bensheim, DE
09.2020 - 10.2020 G.i.N., Darmstadt, DE
03.2019 - 05.2019 ESG, München, DE
08.2016 - 12.2018 Vorwerk, Wuppertal, DE
04.2016 - 06.2016 Cognotek, Köln, DE
08.2015 - 03.2016 Viewpoint Systems, Wien, AT
04.2015 - 06.2015 GTD, Bielefeld, DE
12.2014 - 03.2015 Carmeq, Berlin, DE
07.2014 - 11.2014 GTD, Bielefeld, DE
03.2014 - 05.2014 Claas, Gütersloh, DE
01.2014 - 06.2014 SMR, Stuttgart, DE
08.2013 - 12.2013 Continental, Lindau, DE
07.2012 - 06.2013 Leica, Wetzlar, DE
04.2012 - 06.2012 Fachhochschule, Worms, DE
12.2010 - 06.2011 OD-OS, Berlin, DE
06.2010 - 12.2010 Charite, Berlin, DE
01.2010 - 06.2012 Leica, Mannheim, DE
03.2009 - 12.2009 PSI, Villigen, CH
07.2008 - 09.2013 Global Phasing, Cambridge, UK
01.2008 - 06.2008 Columbia U., New York, US
09.2007 - 03.2008 ActiveSight, San Diego, US
06.2006 - 08.2007 Hella-Aglaia, Berlin, DE

Arno Pähler

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The server supports and renders MathJax for mathematical formulas using LaTex notation, e.g. $\sin{\alpha}\approx\pm\sqrt{\Omega}$ .
See also the example at the bottom of this page. \$ / \$\$ notation is used for inline / display math.
I have lived and worked in six countries on three continents, Germany, the USA, Japan, Austria, Czechia and Sweden. My personal interests are astronomy, chess and travel. My professional interests are mathematics, physics and macromolecular crystallography.. My favorite programming language by far is Python. Currently I work mostly on research in special relativity, quantum mechanics and nonlinear time series and nonlinear partial differential equations.
Most of my professional career I spent as a research scientist in academic and industrial research in the field of protein crystallography, covering experimental, theoretical and computational aspects of the field. My most important contribution was to the development and first succeessful application of a technology called multi-wavelength anomalous diffraction. It is now the default method for new structures. My postdoctoral work involved the first successful application of the method in 1987.

Cauchy Integral Formula

$$\Large{f(a) = \frac{1}{2\,\pi\,i}\,\oint_\gamma\,\frac{f(z)}{z - a}\,dz}$$