CSES - Datatähti 2024 alku - Results
Submission details
Task:Säähavainnot
Sender:EmuBird
Submission time:2023-11-10 17:08:04 +0200
Language:Java
Status:READY
Result:33
Feedback
groupverdictscore
#1ACCEPTED32.5
Test results
testverdicttimescore
#1ACCEPTED0.75 s4details
#2ACCEPTED0.77 s4.88details
#3ACCEPTED0.73 s4.13details
#4ACCEPTED0.71 s4.63details
#5ACCEPTED0.73 s4.25details
#6ACCEPTED0.69 s3.25details
#7ACCEPTED0.72 s3.13details
#8ACCEPTED0.73 s4.25details

Code

import java.io.ByteArrayInputStream;
import java.io.IOException;
import java.nio.ByteBuffer;
import java.nio.charset.StandardCharsets;
import java.util.*;
import java.util.function.BiFunction;
import java.util.stream.Collectors;
import java.util.zip.GZIPInputStream;

public class WeatherBundled {
    public static void main(String[] args) {
        WeatherRecord[] sampleRecords = readSampleData();

        Scanner input = new Scanner(System.in);
        int n = Integer.parseInt(input.nextLine());

        for (; n > 0; n--) {
            float[] measurements = WeatherRecord.readMeasurementsFromString(input.nextLine());
            if (measurements == null) {
                // I don't even want to guess if it's outside the training data.
                System.out.println(" ?".repeat(12).substring(1));
            } else {
                WeatherRecord record = new WeatherRecord(measurements);

                Float[] forecast = generateForecast(sampleRecords, record);

                System.out.println(Arrays.stream(forecast).map((value) -> value == null ? "?" : String.valueOf(value.floatValue())).collect(Collectors.joining(" ")));
            }
        }
    }

    private static WeatherRecord[] readSampleData() {
        // This data originates from the sample data but has been preprocessed, filtered and compressed already to fit in this code file.
        String in = new StringBuilder()
                .append("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")
                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")
                .toString();


        List<WeatherRecord> weatherRecords = new ArrayList<>();

        // Read and decompress data
        ByteBuffer byteBuffer;
        try {
            GZIPInputStream gzipInput = new GZIPInputStream(new ByteArrayInputStream(Base64.getDecoder().decode(in.getBytes(StandardCharsets.UTF_8))));
            byteBuffer = ByteBuffer.wrap(gzipInput.readAllBytes());
        } catch (IOException e) {
            throw new RuntimeException(e);
        }

        // Read data
        while (byteBuffer.hasRemaining()) {
            float minTemperature = (float) byteBuffer.getShort() / 10F;
            float maxTemperature = (float) byteBuffer.getShort() / 10F;
            float stdev = (float) byteBuffer.getShort() / 3000F;
            float temperatureHash = (float) ((int) byteBuffer.getShort() | (int) byteBuffer.get() << 15) / 10F;

            float[] measurements = new float[36];
            measurements[23] = (float) byteBuffer.getShort() / 10F;
            float lastTemperature = measurements[23];

            for (int i = 24; i < measurements.length; i++) {
                float temperatureDelta = (float) byteBuffer.get() / 10F;
                measurements[i] = (lastTemperature += temperatureDelta);
            }

            weatherRecords.add(new WeatherRecord(measurements, new WeatherStatistics(minTemperature, maxTemperature, stdev, temperatureHash), weatherRecords.size()));
        }

        return weatherRecords.toArray(new WeatherRecord[0]);
    }

    private static Float[] generateForecast(WeatherRecord[] sampleRecords, WeatherRecord record) {
        Map<Float, WeatherRecord> weightedRecords = weighRecords(sampleRecords, record.statistics);

        BiFunction<Integer, Float, Float> predict = (hour, offset) -> {
            float temperature = offset;
            boolean uncertain = false;

            // Weighted average of suitable records
            for (Map.Entry<Float, WeatherRecord> entry : weightedRecords.entrySet()) {
                temperature += entry.getValue().measurements[hour] * entry.getKey();
            }

            // Estimate reliability by calculating (standard-ish) deviation.
            double deviationSquaredAbsolute = 0F;
            for (Map.Entry<Float, WeatherRecord> entry : weightedRecords.entrySet()) {
                deviationSquaredAbsolute += (double)entry.getKey() * Math.pow(entry.getValue().measurements[hour] - temperature, 2);
            }
            double deviation = Math.sqrt(deviationSquaredAbsolute / (double) weightedRecords.size());

            if (deviation > 1F) {
                uncertain = true;
            }

            return uncertain ? null : temperature;
        };

        Float[] forecast = new Float[12];

        Float initialPrediction = predict.apply(23, 0F);
        if (initialPrediction != null && isReliableEnough(weightedRecords)) {
            float offset = record.measurements[23] - initialPrediction;

            for (int hour = 24; hour < 36; hour++) {
                forecast[hour - 24] = predict.apply(hour, offset);
            }
        }

        return forecast;
    }

    private static boolean isReliableEnough(Map<Float, WeatherRecord> weightedRecords) {
        return true;
    }

    /**
     * Weighs the given sample records in accordance with their suitability to forecast for a given target.
     * @return A sorted map with weight percentage as key and record as value. Pairs with suitability below a threshold will not appear.
     */
    private static Map<Float, WeatherRecord> weighRecords(WeatherRecord[] sampleRecords, WeatherStatistics target) {
        SortedMap<Float, WeatherRecord> suitabilityMap = new TreeMap<>(Comparator.reverseOrder());
        float totalSuitability = 0F;
        float totalWeight = 0F;
        double totalSuitabilitiesSquared = 0F;
        for (WeatherRecord sampleRecord : sampleRecords) {
            float unsuitability = sampleRecord.statistics.calculateUnsuitability(target);

            if (unsuitability < 6000F) {
                float suitability = 10000F / unsuitability;
                totalSuitability += suitability;
                totalSuitabilitiesSquared += Math.pow(suitability, 2);
                suitabilityMap.put(suitability, sampleRecord);
            }
        }

        Map<Float, WeatherRecord> weightMap = new LinkedHashMap<>();
        double multiplier = Math.abs(totalSuitability) / Math.sqrt(totalSuitabilitiesSquared);
        for (Map.Entry<Float, WeatherRecord> entry : suitabilityMap.entrySet()) {
            double linearWeight = (double)entry.getKey() / (double)totalSuitability;
            if (Double.isNaN(linearWeight)) continue;

            float scaledWeight = (float)Math.pow(linearWeight * multiplier, 2);
            totalWeight += scaledWeight;
            weightMap.put(scaledWeight, entry.getValue());
        }

        assert totalWeight >= 0.99F && totalWeight <= 0.99F;

        return weightMap;
    }

    public static class WeatherRecord {
        private int id = -1;
        public float[] measurements;
        public WeatherStatistics statistics;

        public WeatherRecord(float[] measurements, WeatherStatistics statistics, int id) {
            this.measurements = measurements;
            this.statistics = statistics;
            this.id = id;
        }

        public WeatherRecord(float[] measurements) {
            this.measurements = measurements;
            this.statistics = new WeatherStatistics(measurements);
        }

        /**
         * @return An array of floats (objects, may be null). Returns null if an element exceeds the bounds of normal temperatures.
         */
        public static float[] readMeasurementsFromString(String inputString) {
            String[] input = inputString.trim().split(" ");
            float[] parsed = new float[input.length];
            for (int i = 0; i < input.length; i++) {
                float value = Float.parseFloat(input[i]);
                if (value < -38F || value > 34F) {
                    return null;
                }
                parsed[i] = value;
            }
            return parsed;
        }
    }

    public static class WeatherStatistics {
        public float minTemperature;
        public float maxTemperature;
        public float stdev;
        public float temperatureHash;

        public WeatherStatistics(float minTemperature, float maxTemperature, float stdev, float temperatureHash) {
            this.minTemperature = minTemperature;
            this.maxTemperature = maxTemperature;
            this.stdev = stdev;
            this.temperatureHash = temperatureHash;
        }

        /***
         * Generates the stats for the first 24 measurements of the given array.
         */
        public WeatherStatistics(float[] measurements) {
            assert measurements.length >= 24;

            // Stats are calculated for the first 24 measurement values
            float[] beginning = Arrays.copyOf(measurements, 24);

            this.minTemperature = calculateMinTemperature(beginning);
            this.maxTemperature = calculateMaxTemperature(beginning);
            this.stdev = calculateStdev(beginning);
            this.temperatureHash = calculateTemperatureHash(beginning);
        }

        public float calculateUnsuitability(WeatherStatistics target) {
            return Math.abs(this.temperatureHash - target.temperatureHash) +
                    Math.abs(this.stdev - target.stdev) * 3000 +
                    Math.abs(this.temperatureHash - target.temperatureHash) +
                    Math.abs(this.temperatureHash - target.temperatureHash);
        }

        private static float calculateMinTemperature(float[] measurements) {
            return calculateMinMaxTemperature(true, measurements);
        }

        private static float calculateMaxTemperature(float[] measurements) {
            return calculateMinMaxTemperature(false, measurements);
        }

        private static float calculateMinMaxTemperature(boolean min, float[] measurements) {
            float best = measurements[0];
            for (float measurement : measurements) {
                if (min ? measurement < best : measurement > best) {
                    best = measurement;
                }
            }
            return best;
        }

        private static float calculateAverage(float[] measurements) {
            float sum = 0F;
            for (float measurement : measurements) {
                sum += measurement;
            }
            return sum / measurements.length;
        }

        private static float calculateStdev(float[] measurements) {
            float average = calculateAverage(measurements);
            double stdev_squared = 0F;
            for (float measurement : measurements) {
                stdev_squared += Math.pow(measurement - average, 2) / (double)(measurements.length - 1);
            }
            return (float) Math.sqrt(stdev_squared);
        }

        private static float calculateTemperatureHash(float[] measurements) {
            float hash = 0F;
            for (int i = 0; i < measurements.length; i++) {
                hash += (float) (measurements[i] * Math.pow(i + 1, 1.8D));
            }
            return hash;
        }
    }
}

Test details

Test 1

Verdict: ACCEPTED

input
1000
-0.4 -0.1 -0.2 -0.3 -0.4 -0.5 ...

correct output
0.4 0.4 0.5 0.8 0.9 1.1 1.3 1....

user output
0.22247826 0.15256873 0.110260...
Truncated

Test 2

Verdict: ACCEPTED

input
1000
2.9 2.9 2.9 2.1 2.6 2 2 2.2 2....

correct output
2.3 1.6 1.5 1.1 1 0.7 0.6 0.8 ...

user output
2.7088492 2.7423234 2.7760575 ...
Truncated

Test 3

Verdict: ACCEPTED

input
1000
6.6 6 6.4 6 4.6 4.6 4.2 4.3 4....

correct output
10 10.9 10.3 10.1 9.1 7.3 5.7 ...

user output
9.10278 9.717243 8.986841 7.68...
Truncated

Test 4

Verdict: ACCEPTED

input
1000
19.4 20.2 19.1 18.9 18.3 17.3 ...

correct output
18 18.2 17 17.5 17.2 16.2 12 8...

user output
17.496838 17.607721 17.39514 1...
Truncated

Test 5

Verdict: ACCEPTED

input
1000
-5.7 -5.8 -5.8 -5.9 -7.1 -6.9 ...

correct output
-4.2 -4.1 -4 -3.8 -3.5 -3.2 -3...

user output
-4.5632324 -4.4582396 -4.49372...
Truncated

Test 6

Verdict: ACCEPTED

input
1000
14.8 14.8 15.4 12.9 11.8 9.7 9...

correct output
11.8 11 11.6 10.8 10.4 10.4 10...

user output
12.80277 12.95339 12.730637 12...
Truncated

Test 7

Verdict: ACCEPTED

input
1000
0.7 1 2 1.4 0.6 -0.4 -0.9 -0.7...

correct output
-1.3 -0.5 -0.6 -1 -3.2 -7.2 -6...

user output
-1.7016027 -1.8968378 -1.74262...
Truncated

Test 8

Verdict: ACCEPTED

input
1000
15.1 15.3 14.9 14.4 14.4 13.7 ...

correct output
15.6 15.9 16 15.2 14.6 14.4 13...

user output
15.100538 15.00637 14.8268 14....
Truncated