kmath/docs/images/KM_mono.svg
2021-11-16 18:14:34 +07:00

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<!--
- Copyright 2018-2021 KMath contributors.
- Use of this source code is governed by the Apache 2.0 license that can be found in the license/LICENSE.txt file.
-->
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UAwCYOOuigWLt2rcACukxcAQC8yze+8Y1Yu3Zt7LDDDqmnADkirgAAtkBgAV0lrgAAtmLgwIECC+g0cQUAsA0DBw6MNWvWCCygQ+IKAKADBx98cKxevTpaW1tTTwEyTFwBAHTCoEGDYs2aNQIL2CpxBQDQSYMGDYoVK1ZE3759U08BMkhcAQB0wbBhw2LlypWx/fbbp54CZIy4AgDoIoEFbIm4AgDohuHDhwssYDPiCgCgm4YPHx5PP/20wAIiQlwBAPTIiBEjYsWKFQILEFcAAD01cuRIgQWIKwCAehg5cmQsX748+vTpk3oKkIi4AgCok1GjRsWKFSsEFpSUuAIAqKNRo0Y5wYKSElcAAHU2evToWLRoUfTu3Tv1FKCJxBUAQAOMGzcunnrqKYEFJSKuAAAaZPz48QILSkRcAQA00Pjx431EEEpCXAEANNhRRx0VTz75ZGy33XappwANJK4AAJpgwoQJsWjRIoEFBSauAACaZMKECU6woMDEFQBAEx199NHxxBNPCCwoIHEFANBkEydOFFhQQOIKACCBiRMnxsKFCwUWFIi4AgBI5JhjjokFCxZEtVpNPQWoA3EFAJDQpEmT4qGHHopevXxbBnnnVQwAkNjUqVMFFhSAVzAAQAaceOKJ8eCDDwosyDGvXgCAjDjppJPigQceEFiQU165AAAZcvLJJwssyCmvWgCAjDn55JPj/vvvF1iQM16xAAAZdMopp8T8+fMFFuSIu9YBAGTUtGnTIiJixowZ8dZbbyVeA3TEj0IAADJs2rRpMX/+/KhUKqmnAB0QVwAAGTd9+nSBBTkgrgAAcmD69Olx3333CSzIMHEFAJATM2bMiHnz5gksyChxBQCQI+eee27cdtttqWcAWyCuAAByZubMmTFv3rzUM4B3EVcAADk0c+ZMJ1iQMeIKACCnZs2aJbAgQ8QVAECOzZo1K2699dbUM4AQVwAAuXfeeefFLbfcknoGlJ64AgAogPPPPz9uvvnm1DOg1MQVAEBBXHDBBXHTTTelngGlJa4D9VgdAAANuUlEQVQAAApk9uzZAgsSEVcAAAUze/bsuPHGG1PPgNIRVwAABXThhRfGVVddlXoGlIq4AgAoqKuvvlpgQROJKwCAArv66qvjyiuvTD0DSkFcAQAU3DXXXBNXXHFF6hlQeOIKAKAErr322rj88stTz4BCE1cAACVx3XXXxWWXXZZ6BhSWuAIAKJE5c+YILGgQcQUAUDJz5syJSy+9NPUMKBxxBQBQQtdff31ccsklqWdAoYgrAICSuuGGG+Liiy9OPQMKQ1wBAJTY3LlzBRbUibgCACi5uXPnxkUXXZR6BuSeuAIAIObOnRvnnHNO6hmQa+IKAICoVCpx++23x9lnn516CuSWuAIAICJ+F1h33HFHnHXWWamnQC6JKwAA3lGpVOLOO+8UWNAN4goAgM3UAuvMM89MPQVyRVwBAPAelUol7rrrrjjjjDNST4HcEFcAAGxRpVKJu+++W2BBJ4krAAC2qhZYp59+euopkHniCgCAbapUKnHPPffEaaedlnoKZJq4AgCgQ5VKJe69916BBdsgrgAA6JRaYJ166qmpp0AmiSsAADqtFlhTp05NPQUyR1wBANAlvXr1iocffjhOOOGE1FMgU8QVAABdVgus448/PvUUyAxxBQBAt1Sr1XjkkUcEFrxNXAEA0G21wDruuONST4HkxBUAAD1SrVbj0UcfFViUnrgCAKDHaoF17LHHpp4CyYgrAADqolqtxmOPPRZTpkxJPQWSEFcAANRNtVqNxx9/PCZPnpx6CjSduAIAoK6q1WosWLAgJk2alHoKNJW4AgCg7qrVaixcuFBgUSriCgCAhqh9RPDII49MPQWaQlwBANAwvXv3jsWLFwssSkFcAQDQULXAGjt2bOop0FDiCgCAhhNYlIG4AgCgKVpaWmLx4sVxxBFHpJ4CDSGuAABompaWlliyZInAopDEFQAATVULrMMPPzz1FKgrcQUAQNO1tLTE0qVL47DDDks9BepGXAEAkERLS0ssW7ZMYFEY4goAgGRqJ1hjxoxJPQV6TFwBAJBUnz59YtmyZQKL3BNXAAAk16dPn1iyZEkMHTo09RToNnEFAEAm9O3bN771rW/FoYcemnoKdIu4AgAgM2qBNWTIkNRToMvEFQAAmdKvX79YtWqVwCJ3xBUAAJlTC6zBgwenngKdJq4AAMikfv36xTPPPCOwyA1xBQBAZtUC65BDDkk9BTokrgAAyDSBRV6IKwAAMq+1tTWeeeaZ+OY3v5l6CmyVuAIAIBdaW1tj9erVMWjQoNRTYIvEFQAAudHa2hpr1qwRWGSSuAIAIFdaW1tj1apV8bWvfS31FNiMuAIAIHd23HHHWLduXXz1q19NPQXeIa4AAMilnXbaKdavXy+wyAxxBQBAbtUC68ADD0w9BcQVAAD5ttNOO8WGDRsEFsmJKwAAcq92gvWVr3wl9RRKTFwBAFAIO++8c2zYsEFgkYy4AgCgMGqB9eUvfzn1FEpIXAEAUCg777xztLW1CSyaTlwBAFA4tROsAQMGpJ5CiYgrAAAKqX///tHW1iawaBpxBQBAYfXv3z/Wrl0bn/vc51JPoQTEFQAAhfahD30onnvuOYFFw4krAAAKrxZYn/3sZ1NPocDEFQAApSCwaDRxBQBAaeyyyy7x3HPPxWc+85nUUyggcQUAQKnssssusXHjRoFF3YkrAABKp3aC9elPfzr1FApEXAEAUEq77rprbNy4UWBRN+IKAIDSEljUk7gCAKDUaoG1//77p55CzokrAABKT2BRD+IKAAAiYrfddosNGzbE3nvvnXoKOSWuAADgbR/96Eejvb09PvnJT6aeQg6JKwAA2ITAorvEFQAAvMvHPvaxaG9vj0984hOpp5Aj4goAALZAYNFV4goAALZijz32iPb29vj4xz+eego5IK4AAGAb9thjj3j++ecFFh0SVwAA0AGBRWeIKwAA6ITaRwT32muv1FPIKHEFAACdtOeee8bzzz8vsNgicQUAAF2w5557OsFii8QVAAB00V577RVtbW3xkY98JPUUMkRcAQBAN+y9997R3t4usHiHuAIAgG761Kc+Fe3t7fHhD3849RQyQFwBAEAPCCxqxBUAAPTQPvvsI7AQVwAAUA/77LNPbNy4MXbffffUU0hEXAEAQJ3su+++0d7eLrBKSlwBAEAdCazyElcAAFBn++67b2zcuDF222231FNoInEFAAANsN9++0V7e7vAKhFxBQAADbLffvvFxo0bY9ddd009hSYQVwAA0ED7779/bNiwIT74wQ+mnkKDiSsAAGiwz3/+8/Hss88KrIITVwAA0ARf+MIX4tlnn40PfOADqafQIOIKAACaRGAVm7gCAIAm+uIXvyiwCkpcAQBAk9UC6/3vf3/qKdSRuAIAgAQEVvGIKwAASOSAAw4QWAUirgAAIKEDDjgg2traon///qmn0EPiCgAAEvvSl74ksApAXAEAQAYMGDBAYOWcuAIAgIwYMGBArF69OnbcccfUU+gGcQUAABny9a9/PdatWxfve9/7Uk+hi8QVAABkjMDKJ3EFAAAZdNBBBwmsnBFXAACQUQcddFCsXbtWYOWEuAIAgAz7xje+EWvXro0ddtgh9RQ6IK4AACDjBFY+iCsAAMiBgQMHCqyME1cAAJATAwcOjDVr1gisjBJXAACQIwcffHCsXr06WltbU0/hXcQVAADkzKBBg+Lpp5+Ovn37pp7CJsQVAADk0NChQ2PlypUCK0PEFQAA5NSwYcNi5cqVsf3226eeQogrAADINYGVHeIKAABybvjw4QIrA8QVAAAUwPDhw+Ppp58WWAmJKwAAKIgRI0bEihUrBFYi4goAAApk5MiRsWLFiujTp0/qKaUjrgAAoGAEVhriCgAACmjUqFECq8nEFQAAFNSoUaNi+fLlAqtJxBUAABTY6NGjY9GiRdG7d+/UUwpPXAEAQMGNGzcunnrqKYHVYOIKAABKYPz48QKrwcQVAACUxPjx431EsIHEFQAAlMhRRx0VTz75ZGy33XappxSOuAIAgJKZMGFCLFq0SGDVmbgCAIASmjBhghOsOhNXAABQUkcffXQ88cQTAqtOxBUAAJTYxIkTBVadiCsAACi5iRMnxsKFCwVWD4krAAAgjjnmmFiwYEFUq9XUU3JLXAEAABERMWnSpHjooYeiVy+Z0B2eNQAA4B1Tp04VWN3kGQMAADZz4oknxoMPPiiwusizBQAAvMdJJ50UDzzwgMDqAs8UAACwRSeffLLA6gLPEgAAsFUnn3xy3H///QKrEzxDAADANp1yyikxf/58gdUBdwkDAAA6NG3atIiImDFjRrz11luJ12ST9AQAADpl2rRpMX/+/KhUKqmnZJK4AgAAOm369OkCayvEFQAA0CXTp0+P++67T2C9i7gCAAC6bMaMGTFv3jyBtQlxBQAAdMu5554bt912W+oZmSGuAACAbps5c2bMmzcv9YxMEFcAAECPzJw50wlWiCsAAKAOZs2aFbfeemvqGUmJKwAAoC7OO++8UgeWuAIAAOrmvPPOi1tuuSX1jCTEFQAAUFfnn39+3HzzzalnNJ24AgAA6u6CCy6Im266KfWMphJXAABAQ8yePbtUgSWuAACAhpk9e3bceOONqWc0hbgCAAAa6sILL4yrrroq9YyGE1cAAEDDXX311XHllVemntFQ4goAAGiKa665ptCBJa4AAICmueaaa+KKK65IPaMhxBUAANBU1157bVx++eWpZ9SduAIAAJruuuuui8suuyz1jLoSVwAAQBJz5swpVGCJKwAAIJk5c+bEpZdemnpGXYgrAAAgqeuvvz4uueSS1DN6TFwBAADJ3XDDDXHxxRenntEj4goAAMiEuXPnxkUXXZR6RreJKwAAIDP+4A/+ILeBJa4AAIBMmTt3bpxzzjmpZ3SZuAIAADKlUqnE7bffHmeffXbqKV0irgAAgMypVCpxxx13xFlnnZV6Sq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