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#### 26 January 2023

 22:58 +273‎ Prime.mover
 22:57 +270‎ Prime.mover
 22:56 ‎ [Prime.mover‎ (3×)] 22:56 Prime.mover deleted page Definition:Right Regular Prism ‎(content was: "#REDIRECT Definition:Right-Regular Prism", and the only contributor was "Prime.mover" (talk)) 22:22 Prime.mover deleted page Talk:Equivalence of Definitions of Real Interval ‎(resolved) 17:49 Prime.mover deleted page Regular Prism is Semiregular Polyhedron ‎(content was: "#REDIRECT Square Prism is Semiregular Polyhedron", and the only contributor was "Prime.mover" (talk))
 22:53 +279‎ Prime.mover
 22:52 Definition:Probability Density Function‎‎ +342‎ [Prime.mover‎ (2×)] 22:52 (cur | prev) +17‎ Prime.mover 22:52 (cur | prev) +325‎ Prime.mover
 22:51 +59‎ Anghel
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 N    22:48 Definition:Real Interval/Unbounded without Endpoints‎‎ 2 changes history +923‎ [Anghel‎ (2×)] 22:48 (cur | prev) −7‎ Anghel Hope this will do. N 22:41 (cur | prev) +930‎ Anghel Created page with "== Definition == The '''unbounded (open) interval without endpoints''' is equal to the set of real numbers: :$\openint \gets \to = \R$ == Notation == {{:Definition:Real Interval/Notation}} == Also denoted as == The notation using $\infty$ is usual: {{begin-eqn}} {{eqn | l = \openint {-\infty} \infty | o = :=..."
 22:48 Definition:Prisoner's Dilemma‎‎ +297‎ [Prime.mover‎ (2×)] m 22:48 (cur | prev) +20‎ Prime.mover 22:45 (cur | prev) +277‎ Prime.mover
 22:47 −195‎ Anghel
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 22:43 +246‎ Prime.mover
 N    22:42 diffhist +107‎ Anghel Redirected page to Definition:Real Interval/Unbounded without Endpoints Tag: New redirect
 22:41 Definition:Square Prism/Linguistic Note‎‎ +474‎ [Prime.mover‎ (2×)] m 22:41 (cur | prev) −15‎ Prime.mover 22:40 (cur | prev) +489‎ Prime.mover
 N    22:39 Definition:Regular Prism/Also known as‎‎ 2 changes history +707‎ [Prime.mover‎ (2×)] 22:39 (cur | prev) −366‎ Prime.mover N 22:33 (cur | prev) +1,073‎ Prime.mover Created page with "== Regular Prism: Also known as == A '''regular prism''' is also known as a '''right-regular prism'''. There appears not to be a standard term for an '''oblique prism''' whose '''bases''' are '''regular polygons'''. == Sources == * {{BookReference|The Penguin D..."
 22:38 Definition:Prism‎‎ +430‎ [Prime.mover‎ (5×)] 22:38 (cur | prev) +2‎ Prime.mover 22:24 (cur | prev) +98‎ Prime.mover m 18:07 (cur | prev) +58‎ Prime.mover 18:01 (cur | prev) +174‎ Prime.mover 17:56 (cur | prev) +98‎ Prime.mover
 22:38 Definition:Regular Prism‎‎ −207‎ [Prime.mover‎ (3×)] 22:38 (cur | prev) +24‎ Prime.mover m 22:37 (cur | prev) −320‎ Prime.mover 22:37 (cur | prev) +89‎ Prime.mover
 N    22:36 diffhist +444‎ Prime.mover Created page with "== Regular Prism Also defined as == A '''regular prism''' is also defined such that each of the lateral faces are actually squares. {{ProofWiki}} refers to such a '''regular prism''' as a '''square prism'''. Category:Definitions/Prisms"
 22:34 Definition:Square Prism‎‎ +308‎ [Prime.mover‎ (2×)] 22:34 (cur | prev) +271‎ Prime.mover 17:54 (cur | prev) +37‎ Prime.mover
 N    22:30 Definition:Prism/Also defined as‎‎ 2 changes history +463‎ [Prime.mover‎ (2×)] m 22:30 (cur | prev) 0‎ Prime.mover N 22:28 (cur | prev) +463‎ Prime.mover Created page with "== Definition == Some sources insist that the bases of a prism need to be convex. == Sources == * {{BookReference|The Concise Oxford Dictionary of Mathematics|2014|Christopher Clapham|author2 = James Nicholson|ed = 5th|edpage = Fifth Edition|prev = Definition:Prism|next = Definition:Right Regular Prism|entry = prism}} Category:Definitions/Prisms"
 22:29 Move log
 22:02 Trigonometric Series is Convergent if Sum of Absolute Values of Coefficients is Convergent‎‎ +1,031‎ [Usagiop‎; Anghel‎ (2×)] 22:02 (cur | prev) −464‎ Anghel This is a better reference. 20:02 (cur | prev) +109‎ Usagiop 18:33 (cur | prev) +1,386‎ Anghel Created a proof.
 20:24 +15‎ Anghel
 18:05 Talk:Main Page‎‎ +390‎ [Prime.mover‎; Anghel‎] 18:05 (cur | prev) +120‎ Prime.mover →‎Updating the Featured Proof 18:01 (cur | prev) +270‎ Anghel
 N    17:58 diffhist +593‎ Prime.mover Created page with "== Linguistic Note on Prism == The adjectival form of '''prism''' is '''prismatic'''. == Sources == * {{BookReference|The Penguin Dictionary of Mathematics|1998|David Nelson|ed = 2nd|edpage = Second Edition|prev = Definition:Regular Prism|next = Definition:Prismatic Surface|entry = prismatic}} * {{BookReference|The Penguin Dictionary of Mathematics|2008|David Nelson|ed = 4th|edpage = Fourth Edition|..."
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 m   17:49 −2‎ Prime.mover
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 17:48 +53‎ Anghel