Log24

Saturday, October 22, 2022

An Artist’s Phrase: “Form from Morf” — Josefine Lyche

Filed under: General — Tags: , — m759 @ 1:22 pm

See also . . .

Illustration . . .

Metadata —

Saturday, March 14, 2020

News for Josefine Lyche

Filed under: General — m759 @ 7:37 am

Artnet.com yesterday on "previously unsung or undersung
female artists working in esoteric or occult traditions" —

Monday, September 30, 2013

Interview with Josefine Lyche

Filed under: General — m759 @ 10:00 pm

For those who understand spoken Norwegian.

I do not. The interview apparently gives some

background on Lyche’s large wall version of

The 2×2 Case (Diamond Theorem) II.

(After Steven H. Cullinane)” 2012

Size: 260 x 380 cm

See also this work as displayed at a Kjærlighet til Oslo page.

(Updated March 30, 2014, to replace dead Kjaerlighet link.)

Sunday, July 5, 2026

Exhibition Text

Filed under: General — Tags: , — m759 @ 1:51 pm

Norwegian artist Josefine Lyche's current exhibition, Geometric Utopias

https://www.nilsaas.no/utstillinger-kunstrom-jakob/josefine-lyche . . .

To look for the light

There is art that shows us the world as it is. And then there is art that insists that the world is more than what we can see and think. Josefine Lyche's art belongs to the latter category. In her world, colour, form, light, body and imagination are not separate entities, but parts of a large, coherent and sensual landscape.

In Geometric Utopias, Lyche invites us into a space where geometry is not cold or distant. It begins to pulsate. It becomes a small system of hope, an order that does not close the world but opens it, as if lines, circles and light could be traces of a greater tenderness in the universe. It points not only towards systems and structures, but towards the possibility of deeper connections between the world we know and the world that may exist just behind it. Utopia is not a finished model for a better world. It is a direction, a movement, a desire that something else can exist.

In the Space of Possibility
Geometric Utopias is not about presenting a finished vision, but about dwelling in the space of possibility. The exhibition invites us to negotiate between what we know, what we believe, what we sense, and what we can imagine. It does not ask whether we literally believe in other dimensions, cosmic messages, or hidden energies. Rather, it asks what happens when we allow such notions to have space. What happens when art is allowed to be a place where reality can be expanded, where the contours of established truths become a little looser, a little more porous, so that new light – new knowledge – can enter?

It is an important question today. We live in an era governed by control, documentation and measurability. Most things should be recorded, explained, analyzed and streamlined. At the same time, the present is full of crises that make the future difficult to imagine: climate crisis, war, unrest, technological acceleration and an unimaginable flow of information. In such a time, it may seem naive, perhaps even irresponsible, to talk about beauty, light, hope and transcendence. But perhaps that is precisely why such experiences are needed.

An order behind the world
Geometry is often associated with order. With structure, proportions, systems and mathematical principles. Utopia points towards something that does not yet exist, or that may never be fully found: an idea of ​​​​a different and more harmonious world. When these words are put together, an image emerges of a universe where form and hope are interconnected. A universe where geometry is not just decoration or composition, but a possible structure behind reality.

Josefine Lyche links this to the notion of a perfect, eternal and harmonious universe built on mathematical and geometric principles. We can think of Plato's world of ideas, where the sensible world is only an imperfect reflection of a more perfect reality. We can think of the Platonic solids, these basic forms that throughout history have been given cosmological and metaphysical significance. And we can think of how artists, philosophers, mystics and mathematicians have tried again and again to understand whether the world has a hidden order.

The image as a portal
An important track in the exhibition is the idea of ​​​​the image as a portal. The Russian theologian and philosopher Pavel Florensky described the icon as more than an image: it was a window, or a door, to an invisible reality. In this tradition, the image is not primarily a representation of the world as we see it. Rather, it is an opening to another form of experience. In a similar way, Lyche's works can be understood as portals – not because they explain the invisible, but because they invite us to approach it. This is particularly clear in the series Halo I–IX , nine round paintings in which the halo emerges as both a natural phenomenon, a cosmic circle and a sacred halo. A halo can arise when light is refracted in ice crystals in the atmosphere. At the same time, we know it as the luminous circle around the head in icon paintings and church art, where it marks the illuminated, the sacred, that which does not only belong to the ordinary human sphere.

In Lyche's paintings, these meanings come together: the natural phenomenon, the icon tradition, the cosmic circle and the painting's own world of colour. She has looked at icons in her mother's collection, where the halo is often multi-coloured and round. She has also drawn inspiration from illustrations of the creation story in the Nuremberg Chronicle from 1493. These paintings can be seen as portals. Windows to the afterlife. They do not attempt to depict light, but to approach light as an experience.

The cosmic kinship of abstraction
There is also a clear art historical line to artists such as Hilma af Klint, Emma Kunz, Wassily Kandinsky, Kazimir Malevich and Mark Rothko. These are artists who in various ways used abstraction to approach the spiritual, the cosmic or the invisible. For them, abstraction is not just a formal language, but a way of examining reality.

Hilma af Klint painted diagrams of spiritual worlds. Kandinsky saw colors and abstract forms as something that could bypass the logic of the material world and touch the soul directly. Malevich sought a zero point and a new space through the Suprematist image. Rothko wanted the floating surfaces of color to become places of intense emotional experience – tragedy, ecstasy and awe. For Emma Kunz, art was a cosmic research tool, a way of mapping invisible dimensions through geometry, pendulum and drawing.

Lyche is part of this tradition, but without repeating it in a loud or serious way. In her work, the spiritual goes hand in hand with popular culture, science fiction, cosplay, manga and contemporary visual excess. This gives her works a unique duality. They can be beautiful and strange at the same time. Precise and playful. Loud and humorous. They draw energy both from art historical notions of the sublime and from the visual culture that surrounds us today.

Between faith and skepticism
This mixture is important. Lyche does not treat the esoteric as a closed system that we must believe in. She uses it rather as a poetic and visual material. Notions of other dimensions, extraterrestrial intelligence, auras and cosmic messages do not become claims, but openings. They give us images to think with. Perhaps that is also why the exhibition feels so liberating. You do not have to choose between faith and skepticism, between seriousness and irony, between art history and popular culture. They are allowed to exist simultaneously. The works can be read as abstract compositions, as sensual material studies, as cosmic signs, as humorous speculations or as quiet meditations on light. None of the readings exclude the others.

In our time, the mystical has acquired a strange status. On the one hand, we live in a technological and scientifically oriented culture. On the other hand, interest in astrology, alternative understandings of reality, science fiction, spirituality and occult symbols is everywhere in contemporary culture. It can be interpreted as a symptom of confusion, but also as an expression of longing.

Lyche takes this longing seriously. She opens up to wonder as an active force. Not as an escape from the world, but as a way to expand reality. Instead of saying, “This is how the world is,” she asks, “What if the world could also be this?”

The cosmic in the material At the same time,
Geometric Utopias are rooted in the concrete. The materials are clear: hair, surfaces, reliefs, light, color, space. The cosmic and metaphysical are manifested in the body and architecture. It is precisely in the meeting between the material and the immaterial that the works gain power. They point outward, but they stand here. They suggest other dimensions, but they do so through physical materials that we can see, move around and relate to.

These material manifestations can be psychopomps, muses, extraterrestrial beings – or perhaps a departed great-grandmother visiting from the afterlife, as the artist himself says with a smile. But they can also be seen simply as abstract color compositions. It is this duality that is beautiful. The works do not require us to choose between the mystical and the concrete. They allow both to be present at the same time.

Seeing through the light
The interactive work Mot Lyset 2026 is a direct homage to Jakob Weidemann's painting Mot Lyset from 1976. With fifty years between the works, Lyche continues their shared longing for beauty and a movement towards the light. Instead of painting a picture of this movement, she gives the audience a tool to experience the world differently. The glasses can be put on. They can be used in the exhibition, but also taken out into the world. When you look towards the light with the glasses on, everything takes on a spectrum-coloured halo.

It's a simple gesture, but it holds a lot. Suddenly the artwork is not just something we look at. It's something we see through. It doesn't change the world itself, but it changes our perception of it. And perhaps that's precisely what art often does best. It doesn't necessarily change reality directly, but it changes the way we encounter reality. With the glasses, the world becomes a little more halo. A little more iconic. A little more cosmic. A little more strange. It's a reminder that the amazing isn't always far away. Sometimes it lies in a small shift in how we see.

Between Steinkjer and the universe
In this way, a fine tension arises between the local and the boundless. The exhibition is shown in Steinkjer, in a space linked to Weidemann's legacy, but it also opens up to the universe, to other worlds, to ideas that cannot be placed geographically. This encounter between place and cosmos is characteristic of Lyche's art. She does not make the cosmic distant and inaccessible. She draws it into space, into the body, into the gaze.

Josefine Lyche does not give us a ready-made utopia. She gives us a space where we can look up, inward, and through. She gives us forms that shine on the edge of understanding, materials that seem to recall other worlds, signs that we cannot fully decipher. Perhaps it is nature itself that communicates through codes that we have not yet learned to read. It is a beautiful thought. And a thought that also contains a certain humility. Because it reminds us that the human way of understanding the world is not necessarily the only one. Perhaps there are patterns, connections, and languages ​​that we do not yet have access to.

Geometric Utopias can therefore be understood as an exhibition about the longing for connection. Between art history and popular culture. Between the body and the universe. Between the visible and the invisible. Between what we can explain and what we can only experience.

Marianne Zamecznik
Curator, Trondheim Art Museum

[ Translated with Firefox browser ]

A more cinematic meditation from an AI yesterday . . .

Lost Horizon

In the Projective Plane, the narrative is one of unification. Parallelism—that Euclidean staple—does not exist here. Every line is fated to meet every other line. In this space, the "horizon" is not a distant, unreachable limit, but a reachable set of points that binds the geometry into a seamless whole. To find the familiar grace of parallels, we must strategically "break" this projective perfection.

The Affine Plane: The Birth of Parallelism
The transition from Projective to Affine space is an act of mathematical subtraction. If we take a Projective plane and choose to ignore a specific "line at infinity," we create an Affine plane. By removing this "horizon," we allow lines that once met there to become parallel.

Vide Cameron's Parallelisms of Complete Designs.

Thursday, July 2, 2026

Witch Ball Geheimnis

Filed under: General — Tags: , — m759 @ 4:54 am

Detail of artwork by Josefine Lyche, 2010

Sunday, June 21, 2026

Time and Space . . . in Review

Filed under: General — Tags: , , — m759 @ 6:20 am

Immanentizing the Eschaton 
      and 
Colorizing the Superlines

The above phrase "immanentizing the eschaton," from 
The Illuminatus! Trilogy , might occur to some viewers
of Josefine Lyche's current Geometric Utopias  art exhibit.

Some less esoteric geometry . . .

Cayley superline  of the Klein quadric in PG(5,2)
is actually a plane of the quadric.  Any such plane can be
pictured as a set of seven partitions of an 8-set into four 2-sets,
with the partitions satisfying certain geometric conditions.
A prototypical example of such a set: the four-colored bricks 
numbered 1 through 7 at left in the picture below.

The colored bricks above are from the four-color decomposition theorem .

Saturday, May 23, 2026

Cannes 2026 Consolation Prize . . .
Fjord” in this journal

Filed under: General — Tags: , — m759 @ 5:46 pm

From a Log24 search for "Fjord" —

"Jeg prøver å innføre et narrativ, noe magisk og forførende,
samt erstatte den iboende materialistiske logikken med
esoterisk kosmologi og symbolikk.
" — Josefine Lyche

"I try to introduce a narrative, something magical and seductive,
and replace the inherent materialistic logic with
esoteric cosmology and symbolism." — Josefine Lyche,
via Google Translate.

Sunday, May 18, 2025

Pynchon Preterite

Filed under: General — Tags: , — m759 @ 11:45 am

The above "preterite theology" date suggests a review . . .

Friday, May 2, 2014

From the Witch Ball

Tags: , — m759 @ 7:00 pm

IMAGE- Arcade Fire to headline the 2014 Oslo 'Norwegian Wood' festival at Frognerparken

See also, in this journal, Arcade Fire and Witch Ball.

This post was suggested by remarks today of mathematician
Peter J. Cameron, who seems to enjoy playing the role of
Lord Summerisle (from The Wicker Man , a 1973 horror classic).

Wednesday, July 31, 2024

My Links — Steven H. Cullinane

Filed under: — m759 @ 4:14 pm

Main webpage of record . . .

Encyclopedia of Mathematics  https://encyclopediaofmath.org/wiki/Cullinane_diamond_theorem

(A maintainable copy of that webpage was made by the Encyclopedia in 2026 at 
https://handwiki.org/wiki/Cullinane_diamond_theorem.)

Supplementary PDF from Jan. 6, 2006  https://encyclopediaofmath.org/images/3/37/Dtheorem.pdf

Originally published in paper version . . .

Computer Graphics and Art, 1978  http://finitegeometry.org/sc/gen/Diamond_Theory_Article.pdf
AMS abstract, 1979: "Symmetry Invariance in a Diamond Ring"  https://www.cullinane.design/
American Mathematical Monthly, 1984 and 1985: "Triangles Are Square"  http://finitegeometry.org/sc/16/trisquare.html

Personal sites . . .

Primary —

Personal journal   http://m759.net/wordpress/
Mathematics website  http://finitegeometry.org/sc/
Mathematics Images Gallery  http://m759.net/piwigo/index.php?/category/2

Secondary —

Portfoliobox   https://cullinane.pb.design/
Substack   https://stevenhcullinane.substack.com/  
Symmetry Summary   https://shc759.wordpress.com
Diamond Theory Cover Structure  https://shc7596.wixsite.com/website
3dthis.com  https://3dthis.com/profile.htm?owner=Cullinane
Latin Square Structure  https://shc7596.wixsite.com/website

SOCIAL:

Pinterest   https://www.pinterest.com/stevenhcullinane/ (many mathematics notes)
Flickr  https://www.flickr.com/photos/m759/ (backup account for images of mathematics notes)
Bluesky https://bsky.app/profile/m759.bsky.social
Instagram   https://www.instagram.com/stevencullinane
TikTok   https://www.tiktok.com/@stevenhcullinane
X.com   https://x.com/shc759

OTHER:

Replit viewer/download  https://replit.com/@m759/View-4x4x4?v=1
dSourceForge download  https://sourceforge.net/projects/finitegeometry/
Academia.edu   https://stevenhcullinane.academia.edu/
GitHub    https://github.com/m759 (finite geometry site download)
Internet Archive: Notes on Groups and Geometry   https://archive.org/details/NotesOnGroupsAndGeometry1978-1986/mode/2up         

Cited at  . . .

The Diamond Theorem and Truchet Tiles   http://www.log24.com/log22/220429-Basque-DT-1.pdf 
April 2024 UNION article in Spanish featuring the diamond theorem  https://union.fespm.es/index.php/UNION/article/view/1608/1214
April 2024 UNION article in English  http://log24.com/notes/240923-Ibanez-Torres-on-diamond-theorem-Union-April-2024-in-English.pdf
Cullinane in a 2020 Royal Holloway Ph.D. thesis   https://pure.royalholloway.ac.uk/ws/portalfiles/portal/40176912/2020thomsonkphd.pdf         
Squares, Chevrons, Pinwheels, and Bach   https://www.yumpu.com/en/document/read/36444818/fugue-no-21-elements-of-finite-geometry      
Observables  programmed presentation of diamond theorem  https://observablehq.com/@radames/diamond-theory-symmetry-in-binary-spaces
Josefine Lyche — Plato's Diamond  https://web.archive.org/web/20240222064628/http://www.josefinelyche.com/index.php?/selected-exhibitions/platos-diamond/
Josefine Lyche — Diamond Theorem  https://web.archive.org/web/20230921122049/http://josefinelyche.com/index.php?/selected-exhibitions/uten-ramme-nye-rom/

Professional sites . . .

Association for Computing Machinery   https://member.acm.org/~scullinane
bio.site/cullinane … maintenance at https://biosites.com
ORCID bio page   https://orcid.org/0000-0003-1135-419X
Google Scholar   https://scholar.google.com/citations?view_op=list_works&hl=en&hl=en&user=NcjmFwQAAAAJ&sortby=pubdate

Academic repositories:

Harvard Dataverse   https://dataverse.harvard.edu/dataset.xhtml?persistentId=doi:10.7910/DVN/KHMMVH
Harvard DASH article on PG(3,2)   https://dash.harvard.edu/handle/1/37373777 

Zenodo website download  https://zenodo.org/records/1038121
Zenodo research notes  https://zenodo.org/search?q=metadata.creators.person_or_org.name%3A%22Cullinane%2C%20Steven%20H.%22&l=list&p=1&s=10&sort=bestmatch

Figurate Geometry at Open Science Framework (OSF)   https://osf.io/47fkd/

arXiv: "The Diamond Theorem"  https://arxiv.org/abs/1308.1075

AI reports:

NotebookLM: Diamond Theory  https://notebooklm.google.com/notebook/62ad8daa-277e-4fea-a680-9b209883f232?authuser=1

Microsoft Copilot Deep Research  https://www.log24.com/log25/2025-08-10-Copilot-Report-Cullinane-Diamond-Theorem.html

Saturday, May 11, 2024

A Bridge for Brolin*

Filed under: General — Tags: , — m759 @ 9:36 pm

This journal on the above Bridge date — July 10, 2013

"…des carreaux mi-partis de deux couleurs
par une ligne diagonale
…."

See also Josefine Lyche in Vril Chick
and Bowling in Diagon Alley.

* The Brolin of "No Country for Old Men" and "Sicario."

Wednesday, May 1, 2024

Walpurgisnacht Invitation

Filed under: General — Tags: , , , , — m759 @ 1:01 am

Wednesday, April 30, 2014

Review

Filed under: General — m759 @ 7:28 am

Some background for a recent photo
by Josefine Lyche:

The Boys from Uruguay and Witch Ball.

Saturday, February 10, 2024

Conceptual Acrobatics

Filed under: General — Tags: , — m759 @ 10:25 am

For Josefine Lyche . . .

Log24 on March 19, 2017

"… and all I  got was this lousy sweatshirt" —

Tuesday, January 23, 2024

Interweaving

Filed under: General — Tags: , — m759 @ 3:17 am

In memory of the "Thomas Crown Affair" director, who
reportedly died at 97 on Saturday, Jan. 20 —

See as well . . .

'The Eddington Song'

Thursday, December 28, 2023

Basque Country Art Book

Filed under: General — Tags: , , , — m759 @ 6:20 pm

Book description at Amazon.com, translated by Google —

Las matemáticas como herramienta
de creación artística

Mathematics as a tool
for artistic creation

by Raúl Ibáñez Torres

Kindle edition in Spanish, 2023

Although the relationship between mathematics and art can be traced back to ancient times, mainly in geometric and technical aspects, it is with the arrival of the avant-garde and abstract art at the beginning of the 20th century that mathematics takes on greater and different relevance: as a source of inspiration and as a tool for artistic creation. Let us think, for example, of the importance of the fourth dimension for avant-garde movements or, starting with Kandisnky and later Max Bill and concrete art, the vindication of mathematical thinking in artistic creation. An idea that would have a fundamental influence on currents such as constructivism, minimalism, the fluxus movement, conceptual art, systematic art or optical art, among others. Following this approach, this book analyzes, through a variety of examples and activities, how mathematics is present in contemporary art as a creative tool. And it does so through five branches and the study of some of its mathematical topics: geometry (the Pythagorean theorem), topology (the Moebius strip), algebra (algebraic groups and matrices), combinatorics (permutations and combinations) and recreational mathematics (magic and Latin squares).

From the book ("Cullinane Diamond Theorem" heading and picture of
book's cover added) —

Publisher:Los Libros de La Catarata  (October 24, 2023)

Author: Raúl Ibáñez Torres, customarily known as Raúl Ibáñez

(Ibáñez does not mention Cullinane as the author of the above theorem
in his book (except indirectly, quoting Josefine Lyche), but he did credit
him fully in an earlier article, "The Truchet Tiles and the Diamond Puzzle"
(translation by Google).)

About Ibáñez (translated from Amazon.com by Google):

Mathematician, professor of Geometry at the University of the Basque Country
and scientific disseminator. He is part of the Chair of Scientific Culture of the
UPV/EHU and its blog Cuaderno de Cultura Cientifica. He has been a scriptwriter
and presenter of the program “Una de Mates” on the television program Órbita Laika.
He has collaborated since 2005 on the programs Graffiti and La mechanica del caracol
on Radio Euskadi. He has also been a collaborator and co-writer of the documentary
Hilos de tiempo (2020) about the artist Esther Ferrer. For 20 years he directed the
DivulgaMAT portal, Virtual Center for the Dissemination of Mathematics, and was a
member of the dissemination commission of the Royal Spanish Mathematical Society.
Author of several books, including The Secrets of Multiplication (2019) and
The Great Family of Numbers (2021), in the collection Miradas Matemáticas (Catarata).
He has received the V José María Savirón Prize for Scientific Dissemination
(national modality, 2010) and the COSCE Prize for the Dissemination of Science (2011).

Tuesday, May 16, 2023

The Cassirer in the Rye

Filed under: General — Tags: — m759 @ 11:01 am

From the American Mathematical Society today —

Robert Earl Tubbs (1954-2023)
May 15, 2023

"Tubbs, associate professor of mathematics at
the University of Colorado Boulder, died April 11, 2023,
at the age of 69. He received his PhD in 1981 from
Penn State University under the supervision of 
W. Dale Brownawell. His research interests included
number theory, especially transcendental number theory,
the intellectual history of mathematical ideas and mathematics,
and the humanities."

This  journal on the dies natalis  of Tubbs had the third of three
posts tagged "Space and Form."  Those posts dealt with European
cultural history related to Tubbs's interests. The "Space and Form"
posts, along with today's previous Log24 post, suggest a review of
the Nov. 10, 2021 post titled European Culture.  An image from that post —

Those who share Cassirer's enthusiasm for myth may regard the
above Josefine Lyche version of my work as a sort of "secret writing,"
to quote a phrase of Cassirer's I find very distasteful. But there is nothing
secret  about it, although there is some resemblance to written characters.

This  post's title was suggested by a Salinger quote in the European Culture post.

Update on the next day, May  17 —

Further reading in Cassirer's Mythical Thought  indicates that in the
passages above, on Schelling, he may be presenting a parody of
Schelling when he writes "a poem hidden behind a wonderful
secret writing."  Later, on page 10, he asks, sensibly, 

"… is there, perhaps, a means of retaining the question
put forward by Schelling's Philosophie der Mythologie
but of transferring it from the sphere of a philosophy of
the absolute to that of critical philosophy?"

There has reportedly been "an upsurge of interest" in Cassirer —

Saturday, April 8, 2023

The Harrowing

Filed under: General — Tags: , — m759 @ 2:45 am

Excerpt of Google Book Search results tonight —

(The search, suggested by a current art exhibition, was for
"Josefine Lyche" + Cullinane . See also a 2017 post titled
"So Set 'Em Up, Jo.")

Sunday, March 19, 2023

For Your Consideration

Filed under: General — Tags: , — m759 @ 12:01 pm

Mank, Baez, Collins — A trip back to Christmas Eve, 2021.

Related art (via Baez) for Josefine Lyche —

See also Lyche in Log24 posts tagged Star Cube.

Thursday, December 8, 2022

Centrality Continued

Filed under: General — Tags: — m759 @ 3:11 am
 

Alicia — "Gödel never says outright that there is a covenant to which all of mathematics subscribes but you get a clear sense that the hope is there. I know the allure. Some shimmering palimpsest of eternal abidement. But to claim that numbers somehow exist in the Universe with no intelligence to enable them does not require a different sort of mathematics. It requires a different sort of universe." 

Psychiatrist — "Is there such a universe?"

— McCarthy, Cormac. Stella Maris  (p. 180).
Knopf Doubleday Publishing Group. Kindle Edition. 

   A palimpsest from Oslo artist Josefine Lyche —

Wednesday, December 7, 2022

Ay Que Bonito… Continues.

Filed under: General — Tags: — m759 @ 2:00 am

Click to enlarge.

Josefine Lyche, sketch for a sculpture: "Truth, Knowledge, Belief."
The sketch itself appears to be in a transparent plastic envelope,
and the triangle figure from Finnegans Wake  is apparently from
the envelope, not from the sketch proper.

See also Epistemology in Norway.

Monday, October 3, 2022

The Abstract and the Concrete

Filed under: General — Tags: — m759 @ 9:42 am

Counting symmetries with the orbit-stabilizer theorem

The above art by Steven H. Cullinane is not unrelated to
art by Josefine Lyche. Her work includes sculpted replicas
of the above abstract  Platonic solids, as well as replicas of
my own work related to properties of the 4×6 rectangle above.
Symmetries of both the solids and the rectangle may be
viewed as permutations of  parts — In the Platonic solids,
the parts are permuted by continuous  rotations of space itself.
In the rectangle, the parts are permuted by non-continuous 
transformations, as in the I Ching . . . i.e., by concrete  illustrations
of change.

Wednesday, June 29, 2022

Techie Wordplay: “Lynx”

Filed under: General — Tags: , , , — m759 @ 2:38 pm

On the  Lynx  web browser

"As of 2022, it is the oldest web browser still being maintained,,,,"

"The speed benefits of text-only browsing are most apparent
when using low bandwidth internet connections, or older computer
hardware that may be slow to render image-heavy content."
— Wikipedia [“Older” link added.]

And then there is . . .

See as well the LYNX of Oslo artist Josefine Lyche.

Update of June 30, 2022 —

Lyche, whose art often incorporates mathematical notions,
has not yet, as far as I know, explored the Borromean  link
(three rings, linked mutually but not pairwise) in her art.

Remarks by a different math fan, Evelyn Lamb

"I have had a thing for the Borromean rings for years now.
There’s something so poetic about them. The three rings
are strong together, but they fall apart if any one of them
is removed. Alternatively, the three rings are trapped together
until one of them leaves and sets the others free. I’m kind of
surprised there isn’t a Wisława Szymborska poem or 
Tom Stoppard play that explores the metaphorical possibilities
in the Borromean rings." — Scientific American , Sept. 30, 2016.

See also the Lamb date Sept. 30, 2016, as well as work 
by Lyche, in Log24 posts tagged Star Cube.

Related material — The Log24 post Borromean Generators.

Friday, May 13, 2022

Lyche in Norwegian Wikipedia

Filed under: General — Tags: , — m759 @ 12:12 am

A new article on Norwegian artist Josefine Lyche was added
to the Norwegian Wikipedia on May the Fourth, 2022.

Meanwhile . . .

Thursday, May 12, 2022

Border Station

Filed under: General — m759 @ 2:40 pm

USA Today —  "Finland shares an 830-mile border with Russia."

Also bordering Russia Norway. See the art of Josefine Lyche
at the only legal land Russia-Norway border crossing.

Monday, November 1, 2021

ROY G. BIV

Filed under: General — m759 @ 6:44 am

Hoisting the Colours —

From www.amazon.com/Qoalips-Diamond-Painting-Meditating-Colorful/dp/B08HL7D77C

"I now know that she bursts into laughter when reading Dostoyevsky,
and that she has a weird connection with a retired mathematician."

Ann Cathrin Andersen in Brygg Magazine on artist Josefine Lyche, 
    December 9, 2017

"I used her, she used me, but neither one cared." — Bob Seger

Monday, September 6, 2021

Ripples Spread from Castle Rock*

Filed under: General — m759 @ 12:29 pm

* Line from a poem, as interpreted by Cailee Spaeny and Josefine Lyche.

Wednesday, January 20, 2021

Key

Filed under: General — Tags: , — m759 @ 10:55 pm

An image from the opening of the Netflix series “Locke & Key” —

See also Omega in this journal.

Image- Josefine Lyche work (with 1986 figures by Cullinane) in a 2009 exhibition in Oslo

The key is the cocktail that begins the proceedings.”

– Brian Harley, Mate in Two Moves

Monday, November 30, 2020

Omega

Filed under: General — m759 @ 11:40 am

Image- Josefine Lyche work (with 1986 figures by Cullinane) in a 2009 exhibition in Oslo

See also Straightforward + Overarching.

Monday, September 7, 2020

A Discovery of Space

Filed under: General — Tags: , — m759 @ 11:50 pm

Fiction set in Duke Humfrey's Reading Room at
the Bodleian Library, University of Oxford:

"I walked quickly through the original, fifteenth-century part of the library, past the rows of Elizabethan reading desks with their three ascending bookshelves and scarred writing surfaces. Between them, Gothic windows directed the reader’s attention up to the coffered ceilings, where bright paint and gilding picked out the details of the university’s crest of three crowns and open book and where its motto, 'God is my illumination,'  was proclaimed repeatedly from on high."

 

— Harkness, Deborah. A Discovery of Witches:
A Novel
  (2011) (All Souls Trilogy, Book 1 ) (p. 2).
Penguin Publishing Group. Kindle Edition.

Related non-fiction about an event on Jan. 26, 2019 —

Meanwhile, elsewhere —

A later ad for the Lyche exhibition —

See as well some posts about the Eddington song

'The Eddington Song'

Saturday, August 15, 2020

“Add a Comment” (Instagram, St. Andrew’s Day 2013)

Filed under: General — m759 @ 1:52 pm

Josefine Lyche, pentagram pony — Nov. 30, 2013

Sunday, June 28, 2020

The Nirvana Shirt

Filed under: General — m759 @ 6:08 pm

For the shirt, see Norwegian artist Josefine Lyche in

A Search for Cobain.

Related material — A pyramid by Lyche and erotic Picasso:

Those who enjoy the occult may be entertained by the number 347 in
“Pablo Picasso. Suite 347.”  That number appeared in this  journal,
notably, on Christmas Eve 2005 as a page number from the classic
The Club Dumas , a novel by Arturo Perez-Reverte.

Older Posts »

Powered by WordPress