﻿<?xml version='1.0' encoding='utf-8'?><rss version='2.0'><channel><title>The BookOfProofs Feed</title><link>https://www.bookofproofs.org/feedb/</link><description>Latest cool examples, proofs and theorems from www.bookofproofs.org</description><item><title>fpl formal proving language</title><link>https://www.bookofproofs.org/branches/fpl-formal-proving-language/</link><guid>https://www.bookofproofs.org/branches/fpl-formal-proving-language</guid><pubDate>Fri, 02 Jul 2021 22:21:59 +0200</pubDate><description>newest fpl - the formal proving language</description></item><item><title>abelian group of vectors under addition</title><link>https://www.bookofproofs.org/branches/abelian-group-of-vectors-under-addition/</link><guid>https://www.bookofproofs.org/branches/abelian-group-of-vectors-under-addition</guid><pubDate>Sun, 29 Nov 2020 14:24:58 +0100</pubDate><description>newest <b>corollary</b>: abelian group of vectors under addition</description></item><item><title>abelian group of matrices under addition proof</title><link>https://www.bookofproofs.org/branches/abelian-group-of-matrices-under-addition/proof/</link><guid>https://www.bookofproofs.org/branches/abelian-group-of-matrices-under-addition/proof</guid><pubDate>Sun, 29 Nov 2020 12:00:18 +0100</pubDate><description>newest <b>proof</b>:  <i>(related to "abelian group of matrices under addition")</i></description></item><item><title>transitive recursion proof</title><link>https://www.bookofproofs.org/branches/transitive-recursion/proof/</link><guid>https://www.bookofproofs.org/branches/transitive-recursion/proof</guid><pubDate>Sun, 12 Jul 2020 10:22:39 +0200</pubDate><description>newest <b>proof</b>:  <i>(related to "transitive recursion")</i></description></item><item><title>transitive recursion</title><link>https://www.bookofproofs.org/branches/transitive-recursion/</link><guid>https://www.bookofproofs.org/branches/transitive-recursion</guid><pubDate>Sun, 12 Jul 2020 10:20:41 +0200</pubDate><description>newest <b>proposition</b>: transitive recursion</description></item><item><title>recursively defined arithmetic functions recursion proof</title><link>https://www.bookofproofs.org/branches/recursively-defined-arithmetic-functions-recursion/proof/</link><guid>https://www.bookofproofs.org/branches/recursively-defined-arithmetic-functions-recursion/proof</guid><pubDate>Sun, 12 Jul 2020 10:14:29 +0200</pubDate><description>newest <b>proof</b>:  <i>(related to "recursively defined arithmetic functions, recursion")</i></description></item><item><title>recursively defined arithmetic functions recursion</title><link>https://www.bookofproofs.org/branches/recursively-defined-arithmetic-functions-recursion/</link><guid>https://www.bookofproofs.org/branches/recursively-defined-arithmetic-functions-recursion</guid><pubDate>Sun, 12 Jul 2020 10:11:39 +0200</pubDate><description>newest <b>proposition</b>: recursively defined arithmetic functions, recursion</description></item><item><title>convergent complex sequences are cauchy sequences proof</title><link>https://www.bookofproofs.org/branches/convergent-complex-sequences-are-cauchy-sequences/proof/</link><guid>https://www.bookofproofs.org/branches/convergent-complex-sequences-are-cauchy-sequences/proof</guid><pubDate>Sat, 11 Jul 2020 16:20:51 +0200</pubDate><description>newest <b>proof</b>:  <i>(related to "convergent complex sequences are cauchy sequences")</i></description></item><item><title>convergent complex sequences are cauchy sequences</title><link>https://www.bookofproofs.org/branches/convergent-complex-sequences-are-cauchy-sequences/</link><guid>https://www.bookofproofs.org/branches/convergent-complex-sequences-are-cauchy-sequences</guid><pubDate>Sat, 11 Jul 2020 16:12:30 +0200</pubDate><description>newest <b>proposition</b>: convergent complex sequences are cauchy sequences</description></item><item><title>convergent real sequences are cauchy sequences proof</title><link>https://www.bookofproofs.org/branches/convergent-real-sequences-are-cauchy-sequences/proof/</link><guid>https://www.bookofproofs.org/branches/convergent-real-sequences-are-cauchy-sequences/proof</guid><pubDate>Sat, 11 Jul 2020 16:02:10 +0200</pubDate><description>newest <b>proof</b>:  <i>(related to "convergent real sequences are cauchy sequences")</i></description></item><item><title>convergent real sequences are cauchy sequences</title><link>https://www.bookofproofs.org/branches/convergent-real-sequences-are-cauchy-sequences/</link><guid>https://www.bookofproofs.org/branches/convergent-real-sequences-are-cauchy-sequences</guid><pubDate>Sat, 11 Jul 2020 16:12:58 +0200</pubDate><description>newest <b>proposition</b>: convergent real sequences are cauchy sequences</description></item><item><title>theorems regarding limits of sequences</title><link>https://www.bookofproofs.org/branches/theorems-regarding-limits-of-sequences/</link><guid>https://www.bookofproofs.org/branches/theorems-regarding-limits-of-sequences</guid><pubDate>Fri, 10 Jul 2020 19:49:36 +0200</pubDate><description>newest theorems regarding limits of sequences</description></item><item><title>examples of limit calculations</title><link>https://www.bookofproofs.org/branches/examples-of-limit-calculations/</link><guid>https://www.bookofproofs.org/branches/examples-of-limit-calculations</guid><pubDate>Fri, 10 Jul 2020 18:40:21 +0200</pubDate><description>newest examples of limit calculations</description></item><item><title>theorems regarding limits of functions</title><link>https://www.bookofproofs.org/branches/theorems-regarding-limits-of-functions/</link><guid>https://www.bookofproofs.org/branches/theorems-regarding-limits-of-functions</guid><pubDate>Fri, 10 Jul 2020 19:47:56 +0200</pubDate><description>newest theorems regarding limits of functions</description></item><item><title>bounded subsets of unordered sets</title><link>https://www.bookofproofs.org/branches/bounded-subsets-of-unordered-sets/</link><guid>https://www.bookofproofs.org/branches/bounded-subsets-of-unordered-sets</guid><pubDate>Tue, 07 Jul 2020 08:50:50 +0200</pubDate><description>newest <b>definition</b>: bounded subsets of unordered sets</description></item></channel></rss>