インド学チベット学研究 No. 19 (2015) 004Ritsu Akahane／Takeshi Yokoyama「The Sarvadharma Section of the Munimatalamkara, Critical Tibetan Text, Part II」

In Section 4, we use double-critical decomposable graphs to study the maximum ratio between the number of double-critical edges in a non-complete critical graph and the size of

Section 3: infinitely many solutions for quasi-linear problems with odd nonlinear- ities; existence of a weak solution for a general class of Euler’s equations of multiple integrals

7.1. Deconvolution in sequence spaces. Subsequently, we present some numerical results on the reconstruction of a function from convolution data. The example is taken from [38],

Using topological methods, [Le] showed that we have the following alternative in this region in parameter space: Either besides the known branches of periodic solutions other

ordinary text into its DjVu format, see section 3.2.6... library of the EMANI initiative then all articles contained in the dierent digital.. libraries of the initiative or

giving me permission to consult manuscripts: the Adyar Library, Chennai; the Government Oriental Manuscript Library, Chennai; the Oriental Research Institute & Manuscript

The present edition is a continuation of the edition of the vijñānādvaitavāda section of the Nyāyamañjarī published in Kataoka 2003, a revised version of which is available

After having refuted the Bhāṭṭa view of intrinsic validity, Jayanta (in section 4.3) defends his view of extrinsic validity from the criticism by the Bhāṭṭas and establishes