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applications/data/data_fp32_nnlinear.h

Attributes

Name
network_fp32_t nn_linear_baseline_t
float nn_linear_baseline_weights_dram
float nn_linear_baseline_biases_dram

Attributes Documentation

variable nn_linear_baseline_t

network_fp32_t nn_linear_baseline_t = {.IN_CH1 = 28,
                                       .IN_CH2 = 28,
                                       .OUT_CH = 10,
                                       .learning_rate = 0.5,
                                       .dtype = FP32};

variable nn_linear_baseline_weights_dram

static float nn_linear_baseline_weights_dram;

variable nn_linear_baseline_biases_dram

static float nn_linear_baseline_biases_dram = {
    0.029830838495251873,  -0.027718893800693683, 0.014915538915354814,
    0.013144414092396091,  0.026214015226942618,  0.005715480139309234,
    -0.016521356227486333, 0.01685057481095459,   0.007825814410188814,
    0.031028853769378233};

Source code

// Copyright 2022 ETH Zurich and University of Bologna.
// Licensed under the Apache License, Version 2.0, see LICENSE for details.
// SPDX-License-Identifier: Apache-2.0

#include "network.h"

// This file is used to initialize the network
// parameters with the same values as in the
// Python golden model implementation.
network_fp32_t nn_linear_baseline_t = {.IN_CH1 = 28,
                                       .IN_CH2 = 28,
                                       .OUT_CH = 10,
                                       .learning_rate = 0.5,
                                       .dtype = FP32};

static float nn_linear_baseline_weights_dram[10][784] = {
    -0.031560393859897874,   -0.031220702326815886,   -0.02688670908754221,
    -0.031958559688494495,   0.0018694212039115602,   -0.0016582318723228826,
    0.03251683573208154,     0.030625184389816394,    -0.02974690223193801,
    -0.02623995198902153,    -0.024496178749235136,   -0.008902354853535672,
    0.02446569505939191,     0.02646436012740696,     -0.008747646052102898,
    0.008031184928127948,    -0.029420729648959212,   0.01437013513927148,
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    -0.02815057507225277,    -0.0005527927443031591,  0.006989564988635978,
    0.013293548706195304,    0.011267943617251521,    -0.004709825191984857,
    -0.028350756085042082,   -0.02248033184213453,    -0.012759530356098319,
    -0.03546225208481092,    0.022176350840258888,    -0.032353868747245954,
    -0.013137471015231961,   -0.009399937874289666,   -0.0230024297240546,
    0.028509976847556136,    -0.02231019775011618,    0.00023951331278962825,
    0.010224031804976837,    -0.004803126798510423,   0.029720242597168576,
    0.0210628666852271,      0.0180180019920804,      -0.023852964892993843,
    -0.002121950399892571,   0.023231087795864514,    -0.02090344769664346,
    0.00845677626289196,     -0.008105872004408281,   0.009513231510011828,
    0.012954841197788114,    0.007463296488906265,    0.03308698131443465,
    0.010214787875558302,    0.0037564555526987515,   0.030560019765053893,
    -0.0030325369600220204,  -0.027981981646263497,   0.0014407048725891428,
    -0.034639985838438164,   -0.01951002886125738,    -0.03131416373321963,
    -0.019495463532774957,   0.027595286442240668,    -0.01934444428255896,
    -0.01046929854377267,    0.015112243631304279,    -0.011020586238266057,
    0.032480754499308866,    -0.007637379270527013,   -0.003733058373050308,
    -0.025162592792952115,   0.02612466204351187,     0.0017638447467066393,
    -0.02325689919717544,    0.021976294057571833,    -0.019225829681487772,
    -0.03383731979662325,    0.008351168808345235,    -0.023791948673737642,
    -0.010521484286247091,   -0.02682694149470228,    -0.02610708930000761,
    -0.012920014279981382,   -0.0015162202346584003,  -0.02323650760256748,
    -0.0006763024262828757,  0.016583174755535095,    -0.019079146866876395,
    0.030120576781429508,    -0.03394319747558238,    0.009553379493301158,
    0.019139700155042048,    0.026732683649512437,    0.02195746290408993,
    0.0026833714289004446,   -0.024021950933635405,   -0.016788727373578765,
    0.0020831274754239404,   -0.026420745870124114,   -0.015854952504548974,
    0.012322448651585358,    0.010548930896434414,    0.018360567183833745,
    -0.0037294946576778565,  -0.0134412556193851,     -0.02453565321821128,
    0.01040893204456147,     0.02628404536384803,     0.027350148701373166,
    -8.525226528577345e-05,  -0.008073516306398956,   0.010263708248511059,
    -0.021778963620310683,   0.023836157936084432,    0.004195565453594261,
    0.033161622114809386,    0.0037154081180121312,   0.02402388363388368,
    -0.0036081612538225406,  -0.0019271976673146077,  0.015746755242906797,
    -0.0024255129078718835,  -0.023731546756218587,   0.011950984592014427,
    -0.013492688702138449,   0.026247352616180806,    -0.026512987671722728,
    0.00789181295309997,     0.010351837935302715,    0.024868804851000292,
    0.029634114660484934,    -0.015582941176877235,   0.021382655426361797,
    0.032339800388501115,    0.01844134984587745,     -0.02044179563503794,
    -0.02370139685221544,    -0.009896291883290005,   0.024047951492287063,
    -0.023950195196253774,   -0.002276756188046482,   0.012558182846577066,
    0.03199736325799453,     -0.009090587528143528,   0.006687616258338532,
    -0.003168930303575393,   -0.034946187773138675,   -0.03252599339687803,
    0.004562797490257009,    -0.02595481255293053,    -0.027279275120579847,
    -0.0032840712541482415,  -0.024526408520549395,   -0.018692703097127197,
    0.02304847714639452,     0.027740220179345187,    0.01743809206456085,
    0.01805971285915893,     0.01633018968794245,     0.026630652376915198,
    0.011225175402720722,    -0.024627834579852948,   -0.01997264271839906,
    -0.009052955410545007,   0.022778464420665334,    0.025738305815191945,
    0.006343859978615648,    -0.0018951308636298014,  -0.0298251575493026,
    0.032618551756334734,    0.0059236093787837065,   0.0004371297093765777,
    -0.03444792758192216,    -0.014121178477760692,   0.012556634808101834,
    0.004330196568767771,    0.019849021557935012,    -0.01405978081000732,
    -0.02172287776720145,    -0.0235530764076237,     -0.021902894719347477,
    -0.001997644361421318,   0.031234667592362382,    0.0018621332673934446,
    0.02963520496739421};

static float nn_linear_baseline_biases_dram[10][1] = {
    0.029830838495251873,  -0.027718893800693683, 0.014915538915354814,
    0.013144414092396091,  0.026214015226942618,  0.005715480139309234,
    -0.016521356227486333, 0.01685057481095459,   0.007825814410188814,
    0.031028853769378233};

Updated on 2023-06-19 at 09:43:56 +0000