Mathematic has characteristics of abstract objects, so mathematical understanding is needed in studying mathematics. Until now, no research examined students’ viewed from multiple intelligences. This study aims to determine the profile through diagnostic tests reviewed was a quantitative approach with population all students one junior high schools Banda Aceh, Indonesia, and sample 44 selected ...

0

Three multiple attenuation techniques are tested on a Gulf of Mexico dataset. These methods are (1) a hyperbolic Radon transform followed by a mute (2), the Delft approach and (3), a pattern-based technique. The Radon transform separates multiples and primaries according to their moveout. The Delft approach models the multiples and subtracts them by estimating adaptive filters. The pattern-base...

this study aims at evaluating the coursebooks taught at the intermediate level of adult and young adult departments of the iran language institute in terms of multiple intelligence types introduced by gardner (1983) to see to what extent such coursebooks represent the multiple intelligence theory. to fulfill the objectives, a checklist developed by botelho (2003) and localized by the researcher...

Denote by x a random innnite path in the graph of Pascal's triangle (left and right turns are selected independently with xed probabilities) and by d n (x) the binomial coeecient at the n'th level along the path x. Then for a dense G set of in the unit interval, fd n (x)g is almost surely dense but not uniformly distributed modulo 1.

Normalized compression distance (NCD) is a parameter-free similarity measure based on compression. The NCD between pairs of objects is not sufficient for all applications. We propose an NCD of finite multisets (multiples) of objacts that is metric and is better for many applications. Previously, attempts to obtain such an NCD failed. We use the theoretical notion of Kolmogorov complexity that f...

Denote by x a random infinite path in the graph of Pascal’s triangle (left and right turns are selected independently with fixed probabilities) and by dn(x) the binomial coefficient at the n’th level along the path x. Then for a dense Gδ set of θ in the unit interval, {dn(x)θ} is almost surely dense but not uniformly distributed modulo 1.