Max-Born-Institut Berlin (MBI)

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Fig. 27 Albert Einstein: photograph with German dedication reading: “Max und Hedi Born mit besten Grüßen.” 16 Max Born • Gustav Born Fig. 29 Title page of the published correspondence between Max and Hedi Born and Albert Einstein (published in 1971: republished in the Einstein Year 2005). Fig. 28 Max and Hedi Born in Lindau in the 1960’s.
Fig. 30 Gustav Born as Patron of the Max Born Gymnasium in Germering – Munich with the Headmistress Barbara Loos at a festive occasion (in June 2000). Fig. 32 Gustav Born as Patron of the Max-Born-Gymnasium in Backnang, near Stuttgart, with the headmaster Günter Ost on the left of the photograph and the former headmaster Ingolf Eichberg on the right, with a group of students and their teacher Barbara Wangler. Fig. 33 Backnang Gymnasium students with their teachers on a visit to Professor Gustav Born’s laboratories in the William Harvey Research Institute in London (in the 1990’s). Fig. 31 Gustav Born’s commendation of the fund raising activities for the Germering School. Max Born • Gustav Born 17
Page 1: Max Born A Celebration Max Born A C
Page 4 and 5: Wolfgang Sandner, Managing Director
Page 6 and 7: Fig. 3 Max Born with the King and Q
Page 8 and 9: 6 Max Born • Gustav Born
Page 10 and 11: Fig .8 The Borns’ house in Bad Py
Page 12 and 13: Fig. 14 Max Born with his grandsons
Page 14 and 15: Fig. 21 A view of Cambridge College
Page 16 and 17: Fig. 23 Max Born with Gustav Born i
Page 20 and 21: 18 Fig. 34 Erwin Schrödinger, Max
Page 22 and 23: Fig. 37 The original paper by Doll
Page 24 and 25: Fig. 41 Analysis of end-plate poten
Page 26 and 27: Fig 46. Effect of mean blood flow v
Page 28 and 29: Fig. 49 The same quotation in Germa
Page 30 and 31: 28 Max Born • Gustav Born Fig. 52
Page 32 and 33: 30 Max Born • Gustav Born Fig. 54
Page 34 and 35: 32 Max Born • Paul Corkum
Page 36 and 37: 34 Fig. 1 A group of portraits from
Page 38 and 39: 36 Fig. 5 A sketch of a 5 femtoseco
Page 40 and 41: 38 Fig. 7 One-dimensional cut throu
Page 42 and 43: 40 Fig. 9 The probability of re-col
Page 44 and 45: Fig. 11 A sketch of the idea behind
Page 46 and 47: 44 Fig. 14 A reconstructed image of
Page 48 and 49: 46 Max Born • Paul Corkum
Page 50 and 51: i(pq - qp) = (h/2π), statistical o
Page 52 and 53: always remained 50 Max Born • Pau
Page 54 and 55: 52 Max Born • Paul Corkum from Ga
Page 56 and 57: 54 Address by the Rector of the Uni
Page 58 and 59: 56 Gustav Born, The William Harvey

Max-Born-Institut Berlin (MBI)

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