Béziau’s Contributions to the Logical Geometry of Modalities and Quantifiers

Author(s):  
Hans Smessaert ◽  
Lorenz Demey
Keyword(s):  
2021 ◽  
pp. 149-165
Author(s):  
Jens Lemanski ◽  
Lorenz Demey
Keyword(s):  

2019 ◽  
Vol 29 (4) ◽  
pp. 131-209

The article is a group effort consisting of an introduction and seven compact essays. It is focused on the problem of color from the perspective of current philosophical discussions on the role of the Enlightenment and the relationship between light and dark. The introduction by Michael Kurtov presents a roadmap for navigating through the seven essays by referring to a schema of “color knowledge” which has four dimensions: luminosity, resolution, saturation, and hue. Each of the texts in the article (the introduction and seven essays) deals mostly with one of “color knowledge”, which are formed by combining three color dimensions. Roman Mikhailov explores the plastic-dynamic correlates of colors and the chromaticity of the text understood broadly both as the text of nature and as an abstract symbolic complex. Eugene Kuchinov offers a “haptic criticism of the Enlightenment,” which is an analysis of color phenomena from the point of view of the skin (not the eye): on the basis of the logic of sensation, color is “viewed” beyond the light, beyond the optics. Yoel Regev develops a hermeneutics of color applied to the Torah: color is interpreted as a deception which is opposed to another deception belonging to a “true enlightenment.” Michael Kurtov addresses a revision of Goethe’s theory of color based on new physical experiments and on the logical geometry of color and then arrives at a critique of contemporary chromo-ideology. Nataliya Tyshkevich reveals the modern political meaning of coloring in the context of the recent “renaissance of modernist aesthetics” in which dealing with form is replaced by dealing with surfaces. Gray Violet describes color and darkness as political functions that turn into each other in the middle of a non-place in the “smart city.” The final piece by Nikita Sazonov elaborates the procedure of colorization by examining noncolor - a resource beyond the colored and the uncolored, most readily manifested in the printed character as well as in modern hip-hop culture.


1939 ◽  
Vol 32 (4) ◽  
pp. 163-165
Author(s):  
J. H. Blackhurst

The effort involved in attempting to substitute a living concept of education for the static preparation theory of Herbart has resulted in much progress in educational theory and some improvement in educational outcomes. Herbart's contribution to education left faculty discipline without followers except for those who did not know what it was all about. However, as might be expected, this made little or no difference at the time in either curriculum or method. Dewey moved beyond Herbart leaving faculty discipline still farther behind until at the present time faculty discipline is no longer scoffed in theory: it has been all but forgotten. Few educators could tell exactly what it is, or was thought to be. In spite of this fact we are still slaves to its clutches as far as the teaching of logical geometry is concerned.


1906 ◽  
Vol 6 (2) ◽  
pp. 136-136
Author(s):  
T. M. Blakslee
Keyword(s):  

1911 ◽  
Vol 4 (1) ◽  
pp. 26-31
Author(s):  
William R. Lasher

First of all it is necessary for us teachers to get down to the level of our pupils or as near to that level as is possible. To do this we must recognize in the beginning that they have had very little that can be called preparation for the subject of logical geometry. They are largely rule-and-fact taught. They have learned one example and then worked the rest like it.


In this we're demonstrating an analyze on the instantaneous polynomial math and shape in huge variety juggling. right now component based totally totally math is the piece of range juggling required with the exam of vectors, vector domain names (in like manner encouraged as straight away zones), instantly maps (moreover insinuated as right away systems), and systems of heterosexual conditions. Vector districts are a critical check in current math; on this manner, immediately factor primarily based math may be very well applied in every applied polynomial math and critical assessment. Direct polynomial math likewise has a strong occasion in logical geometry and it is summed up in government rule. It has great packages inside the home advanced sciences and the humanistic structures, considering nonlinear fashions can continuously be approximated via the usage of direct ones.


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