J. Waszink, Politica. Six books of politics or political instruction, Waszink, J., ed.
نویسندگان
چکیده
منابع مشابه
Religion and Spirituality: Adam Smith versus J-J Rousseau
Adam Smith and J-J Rousseau share some common ground when it comes to religion, namely that they were born into and educated in cultural contexts deeply shaped by Reformed Christianity. However, close consideration of their writings on religion reveal marked difference. This paper explores those differences and finds that Rousseau and Smith are radically at odds on this score. Smith has almost...
متن کاملGeneralized concept of $J$-basis
A generalization of Schauder basis associated with the concept of generalized analytic functions is introduced. Corresponding concepts of density, completeness, biorthogonality and basicity are defined. Also, corresponding concept of the space of coefficients is introduced. Under certain conditions for the corresponding operators, some properties of the space of coefficients and basicity crite...
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زبان دین ازاهمّ موضوعات الهیات و فلسفه دین است. مسئله زبان دین در الهیات، کلام، فلسفه دین و زبان دین ورزان، همواره ناظر و معطوف به متون مقدس ادیان می باشد، و از این روی در این پایان نامه کوشیده شده است که مسایل بنیادینِ زبان دین از رهگذر معرفی یکی از متون مربوط به فلسفه تحلیلی دین به صورت برجسته و نمایان گردد. در شرح متن تأکید بر مسئله زبان دین است که این موضوع از منظر دو فیلسوف بزرگِ قرن بیستم ؛ ...
15 صفحه اولIDEAL J *-ALGEBRAS
A C *-algebra A is called an ideal C * -algebra (or equally a dual algebra) if it is an ideal in its bidual A**. M.C.F. Berglund proved that subalgebras and quotients of ideal C*-algebras are also ideal C*-algebras, that a commutative C *-algebra A is an ideal C *-algebra if and only if it is isomorphicto C (Q) for some discrete space ?. We investigate ideal J*-algebras and show that the a...
متن کاملA class of J-quasipolar rings
In this paper, we introduce a class of $J$-quasipolar rings. Let $R$ be a ring with identity. An element $a$ of a ring $R$ is called {it weakly $J$-quasipolar} if there exists $p^2 = pin comm^2(a)$ such that $a + p$ or $a-p$ are contained in $J(R)$ and the ring $R$ is called {it weakly $J$-quasipolar} if every element of $R$ is weakly $J$-quasipolar. We give many characterizations and investiga...
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ژورنال
عنوان ژورنال: BMGN - Low Countries Historical Review
سال: 2005
ISSN: 2211-2898,0165-0505
DOI: 10.18352/bmgn-lchr.6220