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    第一章

    $f(x)=frac{1}{sqrt{2 pi sigma x}} e{-frac{(x-mu){2}}{2 sigma^{2}}}$

    $alpfa$

    /*
     * (C) Copyright 2017-2019 OpenVidu (https://openvidu.io/)
     *
     * Licensed under the Apache License, Version 2.0 (the "License");
     * you may not use this file except in compliance with the License.
     * You may obtain a copy of the License at
     *
     *   http://www.apache.org/licenses/LICENSE-2.0
     *
     * Unless required by applicable law or agreed to in writing, software
     * distributed under the License is distributed on an "AS IS" BASIS,
     * WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
     * See the License for the specific language governing permissions and
     * limitations under the License.
     *
     */
    
    import { OpenVidu } from './OpenVidu';
    import { Session } from './Session';
    import { Stream } from './Stream';
    import { StreamManager } from './StreamManager';
    import { EventDispatcher } from '../OpenViduInternal/Interfaces/Public/EventDispatcher';
    import { PublisherProperties } from '../OpenViduInternal/Interfaces/Public/PublisherProperties';
    import { Event } from '../OpenViduInternal/Events/Event';
    import { StreamEvent } from '../OpenViduInternal/Events/StreamEvent';
    import { StreamPropertyChangedEvent } from '../OpenViduInternal/Events/StreamPropertyChangedEvent';
    import { VideoElementEvent } from '../OpenViduInternal/Events/VideoElementEvent';
    import { OpenViduError, OpenViduErrorName } from '../OpenViduInternal/Enums/OpenViduError';
    import { VideoInsertMode } from '../OpenViduInternal/Enums/VideoInsertMode';
    
    import platform = require('platform');
    platform['isIonicIos'] = (platform.product === 'iPhone' || platform.product === 'iPad') && platform.ua!!.indexOf('Safari') === -1;
    
    /**
     * Packs local media streams. Participants can publish it to a session. Initialized with [[OpenVidu.initPublisher]] method
     */
    export class Publisher extends StreamManager {
    
        /**
         * Whether the Publisher has been granted access to the requested input devices or not
         */
        accessAllowed = false;
    
        /**
         * Whether you have called [[Publisher.subscribeToRemote]] with value `true` or `false` (*false* by default)
         */
        isSubscribedToRemote = false;
    
        /**
         * The [[Session]] to which the Publisher belongs
         */
        session: Session; // Initialized by Session.publish(Publisher)
    
        private accessDenied = false;
        private properties: PublisherProperties;
        private permissionDialogTimeout: NodeJS.Timer;
    
        /**
         * @hidden
         */
        openvidu: OpenVidu;
        /**
         * @hidden
         */
        videoReference: HTMLVideoElement;
        /**
         * @hidden
         */
        screenShareResizeInterval: NodeJS.Timer;
    
        /**
         * @hidden
         */
        constructor(targEl: string | HTMLElement, properties: PublisherProperties, openvidu: OpenVidu) {
            super(new Stream((!!openvidu.session) ? openvidu.session : new Session(openvidu), { publisherProperties: properties, mediaConstraints: {} }), targEl);
            this.properties = properties;
            this.openvidu = openvidu;
    
            this.stream.ee.on('local-stream-destroyed', (reason: string) => {
                this.stream.isLocalStreamPublished = false;
                const streamEvent = new StreamEvent(true, this, 'streamDestroyed', this.stream, reason);
                this.emitEvent('streamDestroyed', [streamEvent]);
                streamEvent.callDefaultBehavior();
            });
        }
    
        private clearPermissionDialogTimer(startTime: number, waitTime: number): void {
            clearTimeout(this.permissionDialogTimeout);
            if ((Date.now() - startTime) > waitTime) {
                // Permission dialog was shown and now is closed
                this.emitEvent('accessDialogClosed', []);
            }
        }
    
    }
    

    1559028810726

    绪论

    $f(x)=frac{1}{sqrt{2 pi sigma x}} e{-frac{(x-mu){2}}{2 sigma^{2}}}$

    $f(x)=frac{1}{sqrt{2 pi sigma x}} e{-frac{(x-mu){2}}{2 sigma^{2}}}$

    这是什么牙啊

    $f(x)=frac{1}{sqrt{2 pi sigma x}} e{-frac{(x-mu){2}}{2 sigma^{2}}}$

    $f(x)=frac{1}{sqrt{2 pi sigma x}} e{-frac{(x-mu){2}}{2 sigma^{2}}}$

    $|x+y| leqslant|x|+|y|$

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  • 原文地址:https://www.cnblogs.com/yasepix/p/10938649.html
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