test

require "spec_helper" RSpec.describe IsoDoc do it "generates file based on string input" do FileUtils.rm_f "test.presentation.xml" IsoDoc::PresentationXMLConvert.new({filename: "test"}).convert("test", <<~"INPUT", false) test

These results are based on a study carried out on three different types of kernel.

INPUT expect(File.exist?("test.presentation.xml")).to be true end it "localises numbers in MathML" do expect(xmlpp(IsoDoc::PresentationXMLConvert.new({}).convert("test", <<~INPUT, true)).sub(%r{.*}m, "")).to be_equivalent_to xmlpp(<<~OUTPUT) test

$30000$ $P (X \geq X_{max}) = \sum_{j = X_{max}}^{1000} (\begin{matrix} 1000 \\ j \end{matrix}) p^{j} {(1 - p)}^{1.003 - j}$

INPUT test

30,000 $P (X \geq X_{max}) = \sum_{j = X_{max}}^{1,000} (\begin{matrix} 1,000 \\ j \end{matrix}) p^{j} {(1 - p)}^{1.003 - j}$

OUTPUT end context 'when twitter_cldr_localiser_symbols has additional options' do let(:input) do <<~INPUT test

$30000$ $P (X \geq X_{max}) = \sum_{j = X_{max}}^{1000} (\begin{matrix} 1000 \\ j \end{matrix}) p^{j} {(1 - p)}^{1.003 - j} {(1 - p)}^{459384.123456789 - j}$

INPUT end let(:output) do <<~OUTPUT test

30,000 $P (X \geq X_{max}) = \sum_{j = X_{max}}^{1,000} (\begin{matrix} 1,000 \\ j \end{matrix}) p^{j} {(1 - p)}^{1.00'3 - j} {(1 - p)}^{459,384.12'34'56 - j}$

OUTPUT end let(:additional_symbols) do { fraction_group_digits: 2, fraction_group: "'", precision: 5 } end before do allow_any_instance_of(IsoDoc::PresentationXMLConvert) .to(receive(:twitter_cldr_localiser_symbols).and_return(additional_symbols)) end it "Supports twitter_cldr_localiser_symbols fraction options" do expect(xmlpp(IsoDoc::PresentationXMLConvert.new({}).convert("test", input, true)) .sub(%r{.*}m, "")) .to(be_equivalent_to(xmlpp(output))) end end it "localises numbers in MathML in French" do expect(xmlpp(IsoDoc::PresentationXMLConvert.new({}).convert("test", <<~INPUT, true)).sub(%r{.*}m, "")).to be_equivalent_to xmlpp(<<~OUTPUT) test fr

$30000$ $P (X \geq X_{max}) = \sum_{j = X_{max}}^{1000} (\begin{matrix} 1000 \\ j \end{matrix}) p^{j} {(1 - p)}^{1.003 - j}$

INPUT test fr

30 000 $P (X \geq X_{max}) = \sum_{j = X_{max}}^{1 000} (\begin{matrix} 1 000 \\ j \end{matrix}) p^{j} {(1 - p)}^{1,003 - j}$

OUTPUT end it "customises localisation of numbers" do mock_symbols expect(xmlpp(IsoDoc::PresentationXMLConvert.new({}).convert("test", <<~INPUT, true)).sub(%r{.*}m, "")).to be_equivalent_to xmlpp(<<~OUTPUT) test fr

$30000$ $P (X \geq X_{max}) = \sum_{j = X_{max}}^{1000} (\begin{matrix} 1000 \\ j \end{matrix}) p^{j} {(0.0000032 - p)}^{1.003 - j}$

INPUT test fr

30'000 $P (X \geq X_{max}) = \sum_{j = X_{max}}^{1'000} (\begin{matrix} 1'000 \\ j \end{matrix}) p^{j} {(0,0000032 - p)}^{1,003 - j}$

OUTPUT end private def mock_symbols allow_any_instance_of(::IsoDoc::PresentationXMLConvert).to receive(:twitter_cldr_localiser_symbols).and_return(group: "'") end end