BREVE SEMBLANZA DEL ING. FRANCISCO ROBLES FERNANDEZ-VILLEGAS

Gemma ROBLES , José M . MÉNDEZ and Francisco SALTO MINIMAL NEGATION IN THE TERNARY RELATIONAL SEMANTICS

A b s t r a c t. Minimal Negation is defined within the basic positive relevance logic in the relational ternary semantics: B+. Thus, by defining a number of subminimal negations in the B+ context, principles of weak negation are shown to be isolable. Complete ternary semantics are offered for minimal negation in B+. Certain forms of reductio are conjectured to be undefinable (in ternary frames...

03 Dra. Robles Dr. Calderon.indd

Address correspondence to: José M. Calderón, MS, Associate investigator, institute of Research, education and Services in Addiction, universidad Central del Caribe, School of Medicine, P.o. box 60-327, bayamón, Puerto Rico 00960-6032. Tel: 787-288-0200 • Fax: 787-288-0242 • E-mail: [email protected] Objective: This research aims to understand the circumstances associated with school dropou...

Supercongruence Conjectures of Rodriguez-villegas

Abstract. In examining the relationship between the number of points over Fp on certain Calabi-Yau manifolds and hypergeometric series which correspond to a particular period of the manifold, Rodriguez-Villegas identified 22 possible supercongruences. We provide a framework of congruences covering all 22 cases. Using this framework we prove one of the outstanding supercongruence conjectures bet...

Fernandez Lab - Publications

Support Vector Machines Lecturer : Arturo Fernandez Scribe : Arturo Fernandez 1 Support Vector

Consider a binary classification prediction problem. Training data are given and we denote them observations as T = {X,y} = {xi, yi}i=1, where xi ∈ R, yi ∈ {+1,−1} (accordingly X ∈ Rm×n). First, we will consider the case where the two classes are linearly separable. That is, by an n-dimensional decision boundary which is the result of an n + 1-dimensional hyperplane). Furthermore, since there c...