By Susanne Reffert
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The vintage perception of human transcendental attention assumes its self-supporting existential prestige in the horizon of life-world, nature and earth. but this assumed absoluteness doesn't entail the character of its powers, neither their constitutive strength. This latter demand an existential resource attaining past the generative life-world community.
1 technology and man
2 technological know-how and phenomenology
3 The plan of this work
4 'Geographical phenomenology'
5 The disciplinary context
PART I GEOGRAPHY and conventional METAPHYSICS
Geographical discourse and its crucial themes
6 easy thoughts of technology and the strategy applicable to ontology
7 Objectivism and subjectivism
8 Positivism and naturalism
8a The a-historical nature of positivism
8b The Enlightenment and positivism
8c Naturalism and idealism
9 Kantian ontology of fabric nature
10 Conceptions of actual house and geography
10a The emergence of geography as an summary, theoretical science
10b Social physics
11 actual area, cognitive behaviouralism and the flip to subjectivity
12 The mode of being attribute of geographical objects
PART II GEOGRAPHY AND PHENOMENOLOGY
The interpretation of phenomenology in geography
13 The phenomenological foundation of geography
14 Geographical phenomenology
14a Phenomenology and useful research
15 techniques to geographical phenomenology
15a the mandatory contrast among humanism and geography
16 The view of science
16a Phenomenology as criticism
16b Phenomenology as anti-science
16c The foundational position of phenomenology
16d Phenomena of lived experience
17 The flip to the lifeworld, and the anomaly of floor and object
18 The phenomenological method
Geographical phenomenology: a critique of its foundations
19 The metaphysics of geographical phenomenology
20 Humanism and the confusion of the 'objective' and the 'subjective'
20a Subjectivity and intentionality
20c The 'things themselves', 'consciousness' and 'the challenge of the target world'
21 Geographical phenomenology: its inner critique
21a Phenomenology and standards of validity
22 The flip to Schiitz's constitutive phenomenology and justifying a go back to Husserl
PART III PHENOMENOLOGY AND THE query OF HUMAN SCIENCE
Husserlian phenomenology: the foundational project
23 what's phenomenology?
23a Phenomenology: its origins and foundations
23b The usual attitude
23c Empirical technology and natural science
23d unique intuition
23c Phenomena and intentionality
24 the necessity for phenomenology
24a The problem of distance among technological know-how and life
24b The critique of the optimistic sciences
24c The constitution of the area and 'objects' of science
24d Phenomenology and the guiding proposal of science
Phenomenology, technology and phenomenological geography
25 Descriptive phenomenology and science
25a Sciences of truth and sciences of essence
25b Descriptive phenomenology
26 Phenomenology, technology and lifeworld
26a The lifeworld ontology
26b The sciences and the lifeworld
26c The technology of the lifeworld
26d Lifeworld and transcendental phenomenology
Towards a primary ontology of science
27 Phenomenology and a basic ontology of science
28 technology and objectivation in geography
28a How does theoretical discovery arise?
28b the standard global and the theoretical attitude
29 the improvement of technological know-how and the concept that of 'progress'
30 Human technology and objectification
31 Rigour and exactitude in science
32 conception and its succeed in and carry over nature and world
33 technology and the lived world
PART IV HUMAN technological know-how, WORLDHOOD, AND SPATIALITY
Implications for the human sciences and a human technology of geography
35 Phenomenology and the technology of geography
36 in the direction of a proper projective human science
37 Husserl and human science
38 in the direction of a proper and a priori 'mathesis of spiritand of humanity'
39 The existential analytic and the human sciences
40 The existential analytic and the 'natural belief of the world' (or lifeworld)
Towards an figuring out of human spatiality
41 Geography, global and space
42 global and worldhood
43a The technological view of space
43b The spatiality of the present-at-hand
44 the typical mode of being-in-the-world
45 The spatiality of the ready-to-hand: areas and regions
46 house and science
47 Man's spatiality
48 area and man's spatiality
49 position and house: implications for a nearby ontology of spatiality for a geographical human technology
Emmanuel Lévinas est le philosophe de l. a. non-indifférence; il n’est en aucune sorte un philosophe indifférent. Son inquiétude personnelle et engagement politique ont trouvé une expression philosophique dans une quête � deux versants. Dans le versant ontologique, il cherche � montrer que même si l’homme est l’événement de compréhension de l’être, tout l’homme et toute signification ne se réduisent pas � l. a. compréhension de l’être seul.
FranÃ§ois Raffoul methods the concept that of accountability in a way that's distinctive from its conventional interpretation as responsibility of the willful topic. Exploring accountability within the works of Nietzsche, Sartre, Levinas, Heidegger, and Derrida, Raffoul identifies decisive moments within the improvement of the concept that, retrieves its origins, and explores new reflections on it.
- Before the voice of reason : echoes of responsibility in Merleau-Ponty's Ecology and Levinas's Ethics
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Extra resources for Toroidal orbifolds : resolutions, orientifolds and applications in string phenomenology
27) lead to 5 3 R1 = 3 D1,3 + E2,µ,γ . 35) µ=3 γ=1 The linear relations for D2,β are the same as those for D1,α : 3 3 E1,γ + 2 R2 = 6 D2,1 + E3,ν , E2,µ,γ + 3 ν=1,3 µ=1,3 γ=1 γ=1 E3,ν , R2 = 2 D2,2 + ν=2,4,5,6 3 R2 = 3 D2,3 + E2,µ,γ . 19): 5 R3 = 3 D3,γ + 2 E1,γ + E2,µ,γ γ = 1, . . , 3. 8 The intersection ring There is a purely combinatorial way to determine the intersection ring of the resolved torus orbifold. 4 for the local patches. Recall that first, the intersection numbers between three distinct divisors were determined, and then the linear relations were used to compute all the remaining intersection numbers.
2 Example C: T 6 /Z6 × Z6 This, being the point group of largest order, is the most tedious of all examples. It is presented here to show that the procedure is not so tedious after all. 6 The big picture Group el. θ1 (θ1 )2 (θ1 )3 θ2 (θ2 )2 (θ2 )3 θ1 θ2 1 2 2 θ (θ ) θ1 (θ2 )3 θ1 (θ2 )4 θ1 (θ2 )5 (θ1 )2 θ2 (θ1 )3 θ2 (θ1 )4 θ2 (θ1 )2 (θ2 )2 (θ1 )2 (θ2 )3 (θ1 )2 (θ2 )4 (θ1 )3 (θ2 )2 (θ1 )3 (θ2 )3 Order 6 3 2 6 3 2 6×6 6×3 6×2 6×6 6 3×6 2×6 6×6 3×3 3×2 3 2×3 2 Fixed Set Conj. 2: Fixed point set for Z6 × Z6 .
The orbifold has db untwisted K¨ahler moduli and 12 (dg − db ) untwisted complex structure moduli. 7). 13) √ with y = − 13 (3R1 R3 cos θ13 − 3R1 R3 cos θ23 ). There are five real continuous deformation parameters for the metric, R12 , R32 , R52 , θ13 and θ23 . One can immediately identify the three 2 × 2 blocks corresponding to the two G2 factors and the SU(3) factor. The angles between the two G2 factors, θ13 and θ23 are not constrained by the orbifold twist. For the choice θ13 = θ23 = π/2, the metric of the rigid root lattice G22 × SU(3) is recovered.
Toroidal orbifolds : resolutions, orientifolds and applications in string phenomenology by Susanne Reffert