Technikatörténeti szemle 10. (1978)

A MÉRÉS ÉS A MÉRTÉKEK AZ EMBER MŰVELŐDÉSÉBEN című konferencián Budapesten, 1976. április 27–30-án elhangzott előadások II. - Wette, E. W.: Egy döntő mennyiségi-minőségi változás lehetősége a mérés és matematikai kísérletek története alapján

Topometry unites near-by and far acting conditions, just as topology did it in color-problems. The original diagram has no boundary, where lines would begin or end, and has no source in its net, where lines would flow off//together, but would not flow together//off (as they do in cross-points of every multiplicity).

—A spherical sub-average in a part of space causes two whirls of exactly opposite intensities (or one double-source) for each fluid motion without cross-points

; such whirls on a spherical sub-average can have different position and intensity during the flux of time

—as we know, e.g., from weather charts. All measurements, including statistics, can be considered as a projection of the original diagram onto its own average diagrams (with different degree in the flattening and equalizing procedure). Each projection provokes a loss of information as concerns curvatures and elongations, but can enable us to predict general tendencies in the real motions: e.g., physical conservation properties (with respect to a tunnelfree average). Other perspectives of the closing properties over optimized distances and angles in the basic network, give rise to new proportions, concepts, and measures. 6.3 ,Motion' is completely representable in a formalized definition of geometrostatic (and topometric) notions

; interpolation and extrapolation can no longer sever the intra-finite morphology of the original diagram. The optimum of rational calculability is encircled thus, indeed

: a reflection on the history of measurement convinces us that a „Tieferlegung" of .motion' on the uniqueness of proportions in the measure of angles and of lengths, will be a final change from quantity

—as to physical theories

— to quality. After the final solution of formal problems, our inquisitiveness is engaged in numerical data and their practical application more positively; the negative philosophy of

,relativity' and uncertainty' is no foundation for a suitable solution of the serious tasks on our earth, today. The motions we live to see, are not calculated in advance; still they are not irrational and cannot break the total connection of their unique substance, as being represented in the rigid net of lines on the one universally existing original diagram. If we decide between polar or multifarious possibilities, then we have in mind that such possibilities belong to the same local section of the average diagram

; our decisions, however, are not taken by chance, in the last resort, i.e. in view of the original diagram as an indivisible entirety. REFERENCES Eduard Wette, On the mathematical and the physical aspects of the continuum problem. Actes du XI" Congrés International d'Histoire des Sciences (1965, Warszawa—Torun—Kielce—Krakow), vol. Ill, Wroclaw 1968, pp. 283—293. Eduard Wette, Vom Unendlichen zum Endlichen. Dialéctica, vol. 24 (1970), pp. 303—323. Eduard Wette, Zum geometro-statischen Verhältnis von Lichtgeschwindigkeit, Wirkungsquantum und Elementarlänge im singularitätenfreien Diagramm eines Urmediums. IVth International Congress for Logic, Methodology and Philosophy of Science, Bucharest 1971, pp. 267—269 (abstract). Eduard Wette, The dependence of Planck's „constant" on the frequency, identical return and predestination as some methodological consequences of consistency