WORLD Here is a simple “Hello, world” example web app for Tornado: import asyncio import tornado class MainHandler(tornado.web.RequestHandler): def get(self): self.write("Hello, world") def make_app(): generator as the result of the yield expression. Most asyn- chronous code never touches the Future class directly except to immediately pass the Future returned by an asyn- chronous function to a yield expression def remove_fragment(url): pure_url, frag = urldefrag(url) return pure_url def get_links(html): class URLSeeker(HTMLParser): def __init__(self): HTMLParser.__init__(self) self.urls = [] def handle_starttag(self

world Here is a simple “Hello, world” example web app for Tornado: import asyncio import tornado class MainHandler(tornado.web.RequestHandler): def get(self): self.write("Hello, world") generator as the result of the yield expression. Most asynchronous code never touches the Future class directly except to immediately pass the Future returned by an asynchronous function to a yield expression remove_fragment(url): pure_url, frag = urldefrag(url) return pure_url def get_links(html): class URLSeeker(HTMLParser): def __init__(self): HTMLParser.__init__(self)

Maintenance, E-mail  Experiment: Class paper deadlines  Observations: o “We found that the students in the class with the three firm deadlines got the best grade; the class in which I set no deadlines at at all (except for the final deadline) had the worst grades; and the class allowed to choose their own three deadlines (but with penalties for failing to meet them) finished in the middle.” o “What’s

Inc. or its Affiliates. All rights reserved. Data structure class SpecializedConditionNode : public Node { Array conditions; }; class OpImplementNode : public relay::ExprNode { FTVMCompute fcompute; SpecializedCondition condition; // optional }; class OpStrategyNode : public relay::ExprNode { OpImplement default_implement; Array specialized_implements; }; class OpStrategy : public relay::Expr {

must be written as +ᵃ x to distinguish it from + ᵃx where ᵃx is the variable name. A particular class of variable names is one that contains only underscores. These identifiers are write-only. I.e. they mathematical functions and operators. These mathematical operations are defined over as broad a class of numerical values as permit sensible definitions, including integers, floating-point numbers, rationals accept any string type. • Like C and Java, but unlike most dynamic languages, Julia has a first-class type for representing a single character, called AbstractChar. The built-in Char subtype of AbstractChar

must be written as +ᵃ x to distinguish it from + ᵃx where ᵃx is the variable name. A particular class of variable names is one that contains only underscores. These identifiers are write-only. I.e. they mathematical functions and operators. These mathematical operations are defined over as broad a class of numerical values as permit sensible definitions, including integers, floating-point numbers, rationals accept any string type. • Like C and Java, but unlike most dynamic languages, Julia has a first-class type for representing a single character, called AbstractChar. The built-in Char subtype of AbstractChar

must be written as +ᵃ x to distinguish it from + ᵃx where ᵃx is the variable name. A particular class of variable names is one that contains only underscores. These identifiers are write-only. I.e. they mathematical functions and operators. These mathematical operations are defined over as broad a class of numerical values as permit sensible definitions, including integers, floating-point numbers, rationals accept any string type. • Like C and Java, but unlike most dynamic languages, Julia has a first-class type for representing a single character, called AbstractChar. The built-in Char subtype of AbstractChar

must be written as +ᵃ x to distinguish it from + ᵃx where ᵃx is the variable name. A particular class of variable names is one that contains only underscores. These identifiers are write-only. I.e. they mathematical functions and operators. These mathematical operations are defined over as broad a class of numerical values as permit sensible definitions, including integers, floating-point numbers, rationals accept any string type. • Like C and Java, but unlike most dynamic languages, Julia has a first-class type for representing a single character, called AbstractChar. The built-in Char subtype of AbstractChar

must be written as +ᵃ x to distinguish it from + ᵃx where ᵃx is the variable name. A particular class of variable names is one that contains only underscores. These identifiers are write-only. I.e. they mathematical functions and operators. These mathematical operations are defined over as broad a class of numerical values as permit sensible definitions, including integers, floating-point numbers, rationals accept any string type. • Like C and Java, but unlike most dynamic languages, Julia has a first-class type for representing a single character, called AbstractChar. The built-in Char subtype of AbstractChar

must be written as +ᵃ x to distinguish it from + ᵃx where ᵃx is the variable name. A particular class of variable names is one that contains only underscores. These identifiers are write-only. I.e. they mathematical functions and operators. These mathematical operations are defined over as broad a class of numerical values as permit sensible definitions, including integers, floating-point numbers, rationals accept any string type. • Like C and Java, but unlike most dynamic languages, Julia has a first-class type for representing a single character, called AbstractChar. The built-in Char subtype of AbstractChar