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The New England Colloquium in Early Modern Philosophy

Conference Program

May 18-20, 2012
Harvard University

Location: Room 110
Barker Center, 12 Quincy Street
Cambridge MA
 
From left to right: Montaigne, Descartes, Newton

A printable schedule of the conference can be found here.

A printable listing of the available abstracts can be found here.

The invited speakers to the 2012 NECEMP are:
Paul Guyer (University of Pennsylvania)   Paul Guyer
Nancy Kendrick (Wheaton College)   Nancy Kendrick

Schedule

Friday, May 18 2012

3:15-3:30 PM Alison Simmons
Harvard University
Welcome
3:30-5 PM Nancy Kendrick
Wheaton College
Turning Savage Americans into Indian Scholars: Berkeley’s Bermuda Project
5:15-6:45 PM Patrick Connolly
UNC, Chapel Hill
Locke’s Ideas of Power
7:30 PM Conference Dinner  

Saturday, May 19 2012

9:00-9:30 AM    Breakfast in the Barker Center  
9:30-11:00 AM Andrea Sangiacomo
École normale supérieure de Lyon
[UMR 5037],
University of Macerata
What a Body can do: Spinoza against Occasionalism
11:15 AM-12:45 PM Hsueh Qu
New York University
Hume’s Incorrigibility Principle
12:45-2:15 PM Lunch  
2:15-3:45 PM Marine Picon
École normale supérieure de Lyon
[UMR 5037]
"The Summulists’ disputes de constantia subjecti": the young Leibniz and his masters on eternal truths and existence
3:45-4 PM Coffee and Cookies  
4-5:30 PM Gonzalo Rodriguez-Pereyra
Oriel College, Oxford
Identity of Indiscernibles, Atoms and Absolute Space
7:00 PM Conference Dinner  

Sunday, May 20 2012

9:00-9:30 AM    Breakfast in the Barker Center  
9:30-11 AM Ludmila Guenova
Wesleyan University
Kant on Color and Form
11:15 AM-12:45 PM Paul Guyer
Brown University
"A Treasure House of the Human Soul": Baumgarten, Mendelssohn, and Herder
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Abstracts

Patrick Connolly
UNC, Chapel Hill
Locke’s Ideas of Power
Abstract: This paper has two main goals.  The first goal is to propose and argue for a distinction between two distinct types of ideas of power in the Essay.  Previous commentators have assumed that Locke has only one idea of power in the Essay; I show that Locke employs both a simple idea of power as well as complex ideas of specific powers.  The second main goal of this paper is to show how recognition of this distinction between different ideas of power allows Locke to avoid three of the difficulties that commentators have found in his account.

What are the two types of ideas of power?  The first type is the simple idea of power.  The simple idea of power, like all simple ideas, is perfectly simple.  This means that it is a basic or minimal unit of content.  It also means that it is structurally basic; it is not composed of other ideas.  And like all simple ideas it is received in experience.  The second type of idea of power is an idea of a specific power.  These are like the idea of a magnet’s power to attract iron or the idea of a hemlock’s power to kill a human.  These ideas are complex.  Like all complex ideas they admit of diversity of content and they are composite with regard to their structure (they are composed of many simple ideas).

There are both textual and philosophical reasons for recognizing this distinction.  These reasons primarily center on the fact that the Essay has two main presentations of the idea of power (in 2.7 and in 2.21).  The ideas of power presented in these two chapters cannot be the same.  The ideas of power presented at 2.21 are clearly complex (we can differentiate between them, they are actively constructed by the mind, they contain relations).  And the idea of power presented at 2.7 is clearly simple (it is explicitly introduced as a simple idea, the machinery for generating complex ideas is not introduced until 2.12, it is passively received in sensation).

Once this distinction is established I show that it can help us to solve three problems which Locke’s account allegedly faces.  The first problem can be called the Simplicity Problem.  Michael Jacovides, Vere Chappell, and Walter Ott have suggested that perhaps Locke equivocates over whether the idea of power is simple or complex.  Once we recognize the distinction we realize Locke does not equivocate.  One type of idea of power is simple and the other is complex.

The second problem can be called the Circularity Problem.  Michael Ayers has suggested that Locke’s account of the idea of power and his account of our ideas of cause and effect will be viciously circular.  In discussing ideas of power he uses causal notions and in discussing the ideas of cause and effect he appeals to the idea of power.  Once we recognize the simple idea of power, however, this problem can be dissolved.  If Locke can ground both the idea of a causal power and the idea of causation in simple ideas received from sensation and reflection the circularity will disappear.  And the simple idea of power is one of these simple ideas, it can serve to ground both our ideas of causal powers and our ideas of causation.

The third problem can be called the Origin Problem.  Formulations of this problem for Locke can be traced back to Hume and it is, in many ways, the most philosophically interesting problem facing Locke’s account of power.  The problem claims that when we see billiard balls collide and one move away we do not perceive one billiard ball’s power to move the other.   Many have thought that Locke denies this claim when he says we receive an idea of power in sensation.  I show that, in fact, Locke fully agrees with the claim that we do not receive the idea of a billiard ball’s power to move another billiard ball in sensation.  That idea is a complex idea; it is constructed by the mind.  Locke does not have to believe that it is received in sensation; he only has to claim that when the mind constructs its ideas of billiard balls it includes the idea of a power to move other billiard balls.  Of course, Locke still must claim that a simple idea of power is received in sensation, but this is a far more defensible claim.

Thus, I hope to show that the distinction between different ideas of power in the Essay is not only motivated by the text but that it is also philosophically fruitful and helps Locke avoid serious difficulties.

Andrea Sangiacomo
École normale supérieure de Lyon
[UMR 5037]
University of Macerata
What a Body can do: Spinoza against Occasionalism
Abstract: This paper aims to illuminate the debate between natural philosophy and theology in the mid-XVII century, by shedding a new light upon the theological-scientific background of one of the most famous Spinoza’s statement: «what the body can do no one has hitherto determined» (E3P2S). I view Spinoza’s Ethics (1675) as devoted to contrast the rise of Occasionalism, which has challenged the causal power of finite bodies since 1663. Firstly, I’ll sketch out the main physical arguments developed by Cordemoy and La Forge against the causal power of bodies. Secondly, I’ll present the further argument pointed out by Arnold Geulincx. On this basis, I’ll show, thirdly, that Spinoza’s Ethics answers the same questions raised by the Occasionalists, by providing opposite solutions. I’ll then conclude by pointing out the differences between the Ethics and Spinoza’s early writings. From this point of view, I would like to stress the importance of the rise of Occasionalism in the mid-1660s for Spinoza’s own development. Indeed, Occasionalism sprung from the same Cartesian context shared by him. Therefore, it could have been important for Spinoza to stress the key features of his mature philosophy, by particularly emphasizing his distance from these self-styled disciples of Descartes. In sum, Spinoza’s defense for the power of causae secundae is rather more Cartesian than is the Occasionalistic claim about their complete passivity. However, Spinoza can defend the bodily activity only by replacing the natural philosophy in a totally different (and heretical) theological context, which was exactly what the Occasionalist group would have liked to avoid.
Marine Picon
École normale supérieure de Lyon
[UMR 5037]
"The Summulists’ disputes de constantia subjecti": the young Leibniz and his masters on eternal truths and existence
Abstract: In chapter II of Language and Logic in the Post-Medieval Period (1974), E. J. Ashworth considered the treatment of necessary propositions in the logic textbooks of the fifteenth and sixteenth centuries, and found that it left something to be desired. The principal reason that prevented their authors from giving a satisfactory account of such propositions was their fundamental commitment to an extensionalist view of truth, according to which propositions are to be interpreted as stating relations of inclusion between classes of individuals. Only a small minority of authors held that a proposition like “Adam is an animal” is (necessarily) true at all time, even though its subject does not refer, because its verb signifies the composition of its terms, namely, that the concept of the predicate is included in the concept of the subject. But, Ashworth adds, “their doctrines do not seem to have been accepted by their contemporaries” and were echoed only two centuries later in a pair of obscure textbooks (ibid., 68-69).

This reading of post-medieval logic has long been taken for granted by Leibniz scholars; all the more so as, on such a background, Leibniz’s account of truth appeared more innovative. Against “the largely shared scholastic tenet that any affirmative sentence whose subject does not refer is false” (J.–B. Rauzy, La Doctrine leibnizienne de la vérité, 2001, 107), the Leibnizian intensional definition of truth by the inclusion of the predicate in the subject seemed to be the corner-stone of a new vision of science, set free from archaic constraints. However, recent research has come to qualify that account. S. Di Bella, in particular, has shown the importance, as pre-conditions for Leibniz’s doctrine of truth, of Suarez’s discussion of eternal truths in the Disputatio metaphysica XXXI on the one hand, and of Hobbes’ intensional definition of necessary propositions in the De Corpore, on the other (The Science of the Individual, 2005, 131-137). In those two works, well known to the young Leibniz, the permanent validity of necessary truths rests on the inclusion of the concept of the predicate in the concept of the subject.

My presentation will aim at complementing this picture of the origins of Leibniz’s epistemology on three points. First, the complexity of the scholastic debates on the eternal truths probably has not been sufficiently acknowledged. This is particularly true of one of the authors dismissed by Ashworth as entangled in extensionalist commitments, namely Domingo de Soto. His 1529 Summulae contain an account of Albertus Magnus’s intensional doctrine of analytical truth which deserves a closer reading. On this background, I shall move to the period of Leibniz’s formative years and to the state of the question in the writings of his masters, more particularly Jacob Thomasius’ Dilucidationes Stahlianae and Johann Adam Scherzer’s Vade Mecum. Finally, I shall come to Leibniz’s own Preface to Nizolius’ De Veris Principiis et Vera Ratione Philosophandi (1670), usually considered as a crucial stage in the emergence of his doctrine of truth and of a priori knowledge, allegedly conceived by the young philosopher as answers to Nizolius’ nominalism and empirical epistemology. I believe that it can be shown that, at that time, Leibniz was still far from having opted for an intensional account of truth, and that he was still attracted to the extensionalist view of possible individuals as truth-makers for necessary propositions —precisely the view balanced, in Soto’s Summulae, by the Albertist one.
Hsueh Qu
New York University
Hume’s Incorrigibility Principle
Abstract: In this paper, I examine four different interpretations of Hume’s Incorrigibility Principle:

Total Incorrigibility: We cannot be mistaken about any aspect of the perceptions of our mind.

Careful Incorrigibility
: We cannot be mistaken about any aspect of the perceptions of our mind, so long as we are careful in our introspection.

Apperceptual Incorrigibility
: Our perceptions of our perceptions as perceptions cannot be mistaken.

Qualitative Incorrigibility
: We cannot be mistaken about the qualitative character of our perceptions.

I dismiss the first three interpretations for two reasons: first, because they fail to provide an adequate account of why the aspects of perceptions that they say to be incorrigible really are so, and secondly, because all three interpretations seem to be violated by Hume at some point in his philosophy. I endorse Qualitative Incorrigibility because it provides an adequate account of incorrigibility – the qualitative character of our perceptions is incorrigible because there is no appearance/reality gap, as the qualitative character of a perception just is how it appears to us. It also has much more success in addressing the types of mistakes Hume does and does not allow for with respect to perceptions. However, the ‘Palsy Passage’ (EHU 7.13) might be thought to be problematic because it seems to invoke the Incorrigibility Principle to guarantee a memory; however, I argue that given the memory is of a simple impression, Qualitative Incorrigibility can guarantee such a memory given Hume’s Copy Principle.

Ludmila Guenova
Wesleyan University
Kant on Color and Form
Abstract: Kant’s views on colors have often been taken as symptomatic of the restrictive character of his aesthetic formalism. In the third Critique, Kant repeatedly characterizes colors as belonging to the realm of the agreeable: much like food and wine, they afford us merely sensory gratification and fail to elicit universally communicable pleasure. However, in one remarkable passage (CPJ 5:224; §14) Kant admits that pure colors could be truly beautiful on the assumptionthat Euler’s theory of light is correct. But this concession to the aesthetic merit of colors has often been dismissed as highly inadequate. According to one widespread reading, Kant could at best show only that single colors and not a combination of colors could be beautiful. I argue that a careful examination of both Kant’s epistemological views of colors as well as the scientific theories of Newton and Euler reveals that Kant’s aesthetics might not be as restrictive as previously thought. I show that even if Kant remains committed to a spatio-temporal formalism, he could nonetheless admit the beauty of the infinitely many colors of the natural spectrum, and the beauty of their infinite combinations.
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We are grateful to the Philosophy Department at Harvard University and to the Dean of Humanities and Dean of FAS at Harvard University for their generous support of this conference.  Thanks also to Jason Pannone for assistance with the website!