Package systole.domain.signals

Examples of systole.domain.signals.Segment.elementAt()

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        } else {
            minorSegment = firstSegment;
            majorSegment = SecondSegment;
        }

        while (((majorSegment.size() > intersection) && (minorSegment.size() > intersection)) && (majorSegment.elementAt(intersection).doubleValue() > minorSegment.elementAt(intersection).doubleValue())) {
            intersection++;
        }

        return intersection;
    }
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        } else {
            minorSegment = firstSegment;
            majorSegment = SecondSegment;
        }

        while (((majorSegment.size() > intersection) && (minorSegment.size() > intersection)) && (majorSegment.elementAt(intersection).doubleValue() > minorSegment.elementAt(intersection).doubleValue())) {
            intersection--;
        }

        return intersection;
    }
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            diff = (segment.elementAt(j + h).subtract(segment.elementAt(j))).divide(new BigDecimal(2 * h),MathUtils.CONTEXT);
            derivated.add(diff);
        }

        diff = derivated.elementAt(1).subtract(derivated.firstElement());
        derivated.insertElementAt(derivated.firstElement().subtract(diff), 0);
        return derivated;

    }

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            //f''(x) = (f(x+2) - 2f(x+1) + f(x))/h^2 ; En este caso, h = 1
            diff = (segment.elementAt(j + 2).subtract(two.multiply(segment.elementAt(j + 1))).add(segment.elementAt(j).divide(h.pow(step),MathUtils.CONTEXT)));

            derivated.add(diff);
        }
        diff = derivated.elementAt(1).subtract(derivated.firstElement());
        derivated.insertElementAt(derivated.firstElement().subtract(diff), 0);
        return derivated;

    }
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                    subtract(segment.elementAt(j))).divide(h.pow(step),MathUtils.CONTEXT);

            derivated.add(diff);
        }

        diff = derivated.elementAt(1).subtract(derivated.firstElement());
        derivated.insertElementAt(derivated.firstElement().subtract(diff), 0);
        derivated.insertElementAt(derivated.firstElement().subtract(diff), 0);
        return derivated;
    }
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                    (segment.elementAt(j)))).divide(h.pow(step),MathUtils.CONTEXT);

            derivated.add(diff);
        }

         diff = derivated.elementAt(1).subtract(derivated.firstElement());
        derivated.insertElementAt(derivated.firstElement().subtract(diff), 0);
        derivated.insertElementAt(derivated.firstElement().subtract(diff), 0);
        derivated.insertElementAt(derivated.firstElement().subtract(diff), 0);
        return derivated;
    }
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            diff = (segment.elementAt(j + 1).subtract(segment.elementAt(j - 1))).divide((h.multiply(new BigDecimal(2))),MathUtils.CONTEXT);
            // diff = (segment.elementAt(j).doubleValue() - segment.elementAt(j-1).doubleValue());
            derivated.add(diff);
        }
        //continuo el mismo punto para no dejarlo en cero y que las restas sean enormes
        derivated.insertElementAt(derivated.elementAt(1), 0);
        //derivated.insertElementAt(derivated.elementAt(nPoints - 2), nPoints - 1);

        return derivated;
    }
}
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