Unentwegt werden neue technische Produkte gestaltet. Doch was macht die technische Gestaltung aus? Wie lässt sich ihr Gegenstand - (noch) nicht existierende Artefakte - adäquat auf den Begriff bringen? Michael Kuhn begreift technische Ideen vor ihrer Realisierung als Fiktionen. Er bietet eine fiktionstheoretische Rekonstruktion der Gestaltungstätigkeit und entwickelt hieraus eine Ethik der Gestaltung. Der stark interdisziplinäre Zugang zwischen Technikphilosophie und Ingenieurwissenschaften liefert neue Erkenntnisse für beide Fachrichtungen und stellt wertvolle Grundlagen bereit.

Öz: Frege özel adların (ve diğer dilsel simgelerin) anlamları ve gönderimleri arasında ünlü ayrımını yaptığı “Anlam ve Gönderim Üzerine” (1948) adlı makalesinde, bu ayrımın önemi, gerekliliği ve sonuçları üzerine uzun değerlendirmeler yapar ancak özel adın anlamından tam olarak ne anlaşılması gerektiğinden yalnızca bir dipnotta kısaca söz eder. Örneğin “Aristoteles” özel adının anlamının Platon’un öğrencisi ve Büyük İskender’in öğretmeni ya da Stagira’da doğan Büyük İskender’in öğretmeni olarak alınabileceğini söyler. Burada dikkat çeken nokta örnekteki özel adın olası anlamları olarak gösterilen belirli betimlemelerin (...) de özel ad içeriyor olması. Anlamın Frege için bileşimsel olduğu, bir başka deyişle bir dilsel simgenin anlamının (varsa) parçalarının anlamlarınca belirlendiği düşünülürse, örnekteki belirli betimlemelerin anlamlarının saptanabilmesi için içerdikleri özel adların da anlamları saptanıp betimleme içinde geçtikleri yere konmalıdır. Bu işlem hiçbir özel ad kalmayana kadar sürdürülmelidir. Ancak biraz düşünülünce bir özel adın nesnesini tekil olarak betimleyecek ve içinde özel ad geçmeyecek bir betimleme bulmanın kolay olmadığı görülür. Örneğin yukarıdaki betimlemelerde geçen “Platon”, “Büyük İskender” ve “Stagira” gibi özel adların anlamları olabilecek ancak özel ad içermeyen betimlemeler bulmak pek kolay görünmüyor. Ortaya bir sonsuz gerileme sorunu çıkmış gibi duruyor. Frege’nin anlam-gönderim ayrımını için ciddi sonuçları olabilecek bu sorunu Frege çözebilir mi? Bu yazıda bu sorunun yanıtını arayacağım. Sorunu betimledikten sonra Frege’nin önündeki seçenekleri (örneğin bağlama duyarlı terimlerden (gösterme adılları veya belirteçler) yararlanma veya bağlamı sınırlama gibi) değerlendireceğim. -/- Abstract: In his “Sense and Reference” (1948), Frege makes his famous distinction between the sense and the reference of a proper name (and other signs) and discusses at length the significance, necessity and consequences of the distinction, but he explains how the sense of a proper name should be understood very briefly in a footnote. According to him, for example, the sense of the proper name “Aristotle” can be taken as the pupil of Plato and teacher of Alexander the Great or the teacher of Alexander the Great who was born in Stagira. What is interesting here is that the definite descriptions given as the possible senses of this proper name do themselves contain proper names too. Since the sense is something compositional for Frege, which means the sense of a linguistic sign is determined by its constituents (if there are any), in order to determine the sense of definite descriptions in question, we should first determine the senses of proper names they contain and substitute these senses with the proper names themselves. This process should continue until no proper name remains. However, it does not seem easy to find a definite description which describes the object of a proper name uniquely but contains no proper name itself. For instance, could we find appropriate senses that contain no proper name for “Plato”, “Alexander the Great” and “Stagira”? It does not seem likely. A problem of infinite regress appears to arise. Can Frege solve this problem, which poses a serious threat for his sensereference distinction? I will explore this problem in this paper. After explaining the problem, I will discuss the options (e.g. turning to indexicals or context restriction) Frege can take to deal with it. (shrink)

Sobre la base de las Lecciones de Erlangen, se trata de analizar cuál es el procedimiento por el que se construye en la filosofía de Schelling el concepto de libertad. Libertad que, según el Freiheitsschrift, es la capacidad de elegir entre el bien y el mal, no es en el fondo más que el procedimiento por el que el fundamento de la ciencia y el principio de identidad quedan divididos. Esta división no es en cambio una fisura que marca la (...) independencia entre ambos términos, sino que, al contrario, fundamento e identidad guardan una relación de antecedente y de consecuente respectivamente, ocupan dos tareas, dos competencias distintas, y cuyo trabajo conjunto y final es precisamente fruto de la libertad. (shrink)

Proceedings of the annual congress of the Finnish Philosophical Association in 2013. Theme: memory.

The study analyzes the theoretical basis of the Philosophy for Children (P4C) program elaborated by Matthew Lipman. The aim is, firstly, to identify the main philosophical and pedagogical principles of P4C based on American pragmatism, and to locate their pedagogization and possible problems in Lipman’s thinking. Here the discussion is especially targeted to the thinking of John Dewey and George H. Mead as well as Lev Vygotsky, whom Lipman himself names as the most pivotal sources for his own thinking. On (...) the other hand, the study aims at opening up new perspectives and thematizations on P4C from the viewpoint of the continental tradition of thought. The essential principles of P4C connected with reasonableness and judgment are ultimately interpreted as a neo-Aristotelian effort to contextualize philosophy by tracing it back to moderation, the man’s ability to consider and solve problems that he meets in practical life kata ton orthon logon — by doing right things in the right place at the right time in the right way. This phronetic idea of ‘humanizing modernity’ combined with the evolution of the adult-child concept is argued to be one of the conditions for the possibility of P4C, yet leaving unsolved the basic problems involving pedagogical action as such. John Dewey’s ideas arising from the critique of the modern philosophy of consciousness, focusing on the significance of philosophy in practical human life and linked to the basic nature of human knowing and intellectual growth and, further, to the ideal of a democratic community, are shown to form the main intellectual sources of P4C. Dewey’s philosophy as a general theory of education means a solid linking of the concepts of experience and inquiry to the practice of education. This is based on the naturalistic conception of man according to which man is built in dynamic transaction with his environment, experiencing the true meanings of his ideas in the consequences of his actions as he tries to solve problematic situations. So, inquiry as a method of reflective thinking forms the basis for education based on intellectual growth. A condition for it is a context meaningful for the child in which the paradigm of inquiry can be realized authentically. It is therefore important in education to provide circumstances that stimulate the child’s curiosity, initiating a process of inquiry that further enables, through the formation of reflective habits, the development of a democratic community. The purpose of the pedagogical interaction taking place in the process of inquiry is to produce educative experiences for the child, making the pedagogical relationship vanish at the same time. The idea is that in pedagogical action the child’s subjectivity, his desire and impulses are adapted to the tradition, yet generating at the same time a prospective, reflective habit, thus freeing the educatee to think intelligently for himself. The study shows the articulation of these principles in Lipman’s practical effort to convert the classroom into a community of inquiry, but it also argues that the above-mentioned Bildung theoretical core problem of pedagogical action, related to its paradoxical special characteristics to produce autonomous subjectivity, is not thematized. In connection with this issue, the educational thinking of Kant and Hegel is discussed especially from the viewpoint of philosophy teaching. To provide a new perspective for the discussion, the study outlines the community of inquiry as an ‘educative space’ from the viewpoints of the pedagogical relationship typical of hermeneutic pedagogy and of non-reflective functional structures and phenomena based on pedagogical intuition that are linked to it. (shrink)

This dissertation examines Miguel de Unamuno´s notions on philosophy, education, and the human-being. I will explore Unamuno´s conception of the aim and significance of philosophy and how to reach them. I will then use Unamuno´s philosophical tools that is, mono-dialogue, metaphor, story, contradiction and repetition, to investigate the landscape of contemporary Finnish education. Unamuno considers philosophy as a human being’s complete understanding of the world. For him the human being is both the purpose and the starting point that is best (...) understood as a living verb: a person who is born, suffers, dies, feels, thinks, yearns, struggles, dreams, and loves. Ultimately, concrete and conscious persons of ”blood and bone” will defy any definitions, classifications and abstractions. Philosophy approaches the truth with poetry, by generating a new language with which to create reality. This study builds on facto-fictional stories about Finnish education as well as the metaphors of journey and landscape. It is a dialogue between me, Unamuno’s texts, research, and the public debate on Finnish education. Philosophy, life, the human, and education are all in an insoluble, dynamic contradition. This constant tension that enables life and human existence lies at the heart of both philosophy and education. In Unamunos view, the education of a living human being cannot be based on pedagogical theories or systems. Instead, it requires the educator’s authentic and compassionate love. This educational love seeks to minimize the other´s suffering and inable the educatee become the best possible self. The changes in the Finnish landscape of education, the global economy, sustainable development and justice are among the themes discudssed in terms of Unamuno´s philosophy in this study. Miguel de Unamuno’s philosophy of education can be summarised as follows: We cannot disregard the human being in neither the educatees nor educators. We must teach a language for dreaming, the will to hope and we must do so lovingly. We must travel beside the future human beings and embrace the contradiction of human existence. (shrink)

Causal theory of knowledge has been used by some theoreticians who, dealing with the philosophy of mathematics, touched the subject of mathematical knowledge. Some of them discuss the necessity of the causal condition for justification, which creates the grounds for renewing the old conflict between empiricists and rationalists. Emphasizing the condition of causality as necessary for justifiability, causal theory has provided stimulus for the contemporary empiricists to venture on the so far unquestioned cognitive foundations of mathematics. However, in what sense (...) can we speak about the justifiability as causality when it comes to mathematical knowledge? Can we justify the mathematical statement 2+2=4 by means of causality-perceptibility? Do we need perceptibility, a visual image of apples and marbles we add up in our first mathematics lesson, in order to know that statement? Does the same go with the statement that any two points can be joined by a straight line, and that the sum of angles in any triangle is the angle the measure of which equals the sum of the measures of the two right angles? Even though the major part of this article offers a review of the attitudes of various authors who endeavor to discuss the application of the causal theory to the problem of understanding of mathematical knowledge, it advocates the idea that knowledge expressed in a mathematical statement is acquired and transmitted by evidence. Evidence is by itself a guarantee of truth. It convinces us of the accuracy of mathematical truths. Proving, we find out. The greatest part of what we know is based on evidence of the previous knowledge . Due to the previous knowledge, we can say that knowledge in mathematics is in itself different from the knowledge in empirical sciences, i.e. it does not require causal relation that is considered necessary condition of knowing in those sciences.Uzročna teorija znanja iskorištena je od strane nekih teoretičara koji su se, baveći se filozofijom matematike, dotakli teme matematičkog znanja. Neki od njih govore o nužnosti uzročnog uvjeta za opravdanje, čime se stvaraju uvjeti za obnavljanje starog sukoba empirista i racionalista. Uzročna teorija je, isticanjem uvjeta uzročnosti kao nužnog za opravdanost, dala poticaj suvremenim empiristima da krenu čak i na do tada nedodirljive spoznajne temelje matematike. Međutim, u kom smislu možemo govoriti o opravdanosti kao uzročnosti kad je riječ o matematičkom znanju? Da li uzročnošću-čulnošću možemo opravdati matematički iskaz 2+2=4? Je li nam za znanje tog iskaza neophodna čulnost, vizualna predodžba jabuka ili klikera koje zbrajamo na našim prvim satovima matematike u školi? Stoje li stvari isto i s iskazom da se kroz bilo koje dvije točke može povući točno jedan pravac, ili da je zbroj kutova bilo kojeg trokuta kut čija je mjera jednaka zbroju mjera dvaju pravih kutova? Iako je u ovom radu, uglavnom, dan pregled stavova autora koji pokušavaju govoriti o primjeni uzročne teorije u shvaćanju matematičkog znanja, ideja koja se podržava u njemu jest da je znanje, iskazano matematičkim tvrđenjem, dobiveno i preneseno dokazom. Dokaz, sam po sebi, jamac je istine. On nas uvjerava u točnost matematičkih tvrdnji. Dokazujući spoznajemo. Najveći dio onoga što znamo zasnovano je dokazom na prethodnim znanjima . Zbog prethodnog možemo reći da je znanje u matematici po svojoj prirodi drugačije od znanja u empirijskim znanostima, to jest da ne iziskuje uzročnu vezu koja se smatra nužnim uvjetom za znanje u tim znanostima. (shrink)

Keskityn siihen miten Leibnizilla yksittäiset mielihyvän tai mielipahan tiedostamattomat havainnot voivat kasautua tai tiivistyä ja muodostaa vähitellen tunteita, joista tulemme tietoisiksi.