A common belief among hunters was that the roe deer population expanded its distribution northward during the increase in harvest densities, and that this expansion explained the rise in harvest numbers. This explanation, however, seems somewhat dubious for several reasons and is therefore worth a closer look. Figure 2.1 suggests that the timing of when roe deer entered the logistic stage of growth coincided with declining harvest densities of both moose and mountain hare. This may indicate that reductions in these species altered the field layer vegetation in ways that benefited roe deer foraging. Both moose and mountain hare are capable of shaping vegetation structure, and their decline may have opened up space for a richer herbaceous field layer. The formidable rise in roe deer harvest densities from 1986 to 1993 was therefore most likely due to improved foraging conditions, with populations still well below carrying capacity. Let us now take a closer look at the presumed northward expansion of the roe deer.
If a northward expansion occurred, we should be able to observe a
clear shift in latitude associated with the threefold rise in harvest
densities for the roe deer. To examine this, we used a logistic decline
model, plotting harvest density against midpoint latitude by county from
1966 to 2023. Figure 2.7 shows the average harvest density as a
function of latitude. The plot reveals a clear logistic relationship
between the explanatory and response variables.
If a northward expansion occurred, we should be able to observe a clear latitudinal shift accompanying the threefold rise in harvest densities. To explore this, we used a logistic decline model relating harvest density to midpoint latitude by county from 1966 to 2023. Figure 2.11 shows average harvest density as a function of latitude. The relationship is clearly logistic, with high densities in the south, a relatively sharp transition zone, and very low densities toward the northern limit.
Figure 2.11 The graph shows the average harvest density over the period 1966–2023 plotted against midpoint county latitude. The dashed red line marks the midpoint (×) of the function, and the gray line shows the predicted logistic decline in harvest density with increasing latitude. Blue dots mark the average harvest density at county midpoints. The estimated parameter L₅₀ represents the latitude at which harvest density has declined to 50% of its maximum.
Here, D(lat) is the expected harvest density at a given latitude. The parameter Dmax represents the maximum harvest density under southern conditions. The parameter L₅₀ denotes the latitude at which harvest density has declined to 50% of its maximum, and thus marks the midpoint of the northward distribution. The parameter k controls the steepness of the decline, indicating how rapidly harvest density decreases with latitude.
Let us examine how L₅₀ changes over time (Fig. 2.12). The graph shows the movement of the estimated L₅₀, where the dotted horizontal lines mark the upper and lower limits. The dashed red line marks the peak harvest year in 1993. The result contradicts the common view that the increase in harvest density was caused by a northward expansion. Although harvest levels increased somewhat above L₅₀, the magnitude is small.
The total sum of maximum densities equals 412.4. Of this, 397.2 occurs below L₅₀, whereas only 15.2 occurs above L₅₀. This corresponds to an odds ratio of approximately 26:1 in favor of harvest occurring south of L₅₀. Expressed as percentages, 96.3% of the total harvest density is located south of L₅₀, while only 3.7% occurs north of this midpoint. These numbers strongly weaken the argument that the surge in harvest densities was caused by a northward expansion. Instead, the increase occurred predominantly within the established southern range. This pattern is more consistent with improved foraging conditions, potentially facilitated by vegetation succession and moose-mediated transformation of browse availability, rather than a latitudinal shift in distribution.
Figure 2.12 The graph shows the temporal dynamics of the model-estimated midpoint latitude (L₅₀). The gray dotted horizontal lines mark the upper and lower limits of L₅₀. The upper limit lies close to the central latitude of Dalarna County. L₅₀ increased from 1966 to 1969, reaching about 60.5, and thereafter remained relatively stable at that latitude until 1989. When harvest density entered its logistic phase, L₅₀ began to fluctuate markedly, with repeated southward and northward shifts. These movements reflect a changing balance in harvest densities along the latitudinal gradient rather than a consistent geographical expansion. Overall, the pattern does not support the common view of a general northward expansion of the roe deer population.
Roe deer densities rise slowly from very low harvest densities, while L₅₀ moved towards its northernmost latitude limit. Remember that L₅₀ only covers 50% of the possible range of latitudes. This period spans 22 years (1966–1988). After a four-year increase in L₅₀, the roe deer entered a period of fairly stable L₅₀, suggesting that the roe deer reached its possible latitudinal expansion.
Between 1988–1990, L₅₀ relocated southward rapidly by about 94 km. This short time span covers when the roe deer population was at maximum reproductive capacity (K/2). This dip in latitude depends on substantially better foraging conditions, where counties south of L₅₀ responded more quickly, while more northern counties lagged behind. It took another two years for the northern counties to respond to foraging conditions, moving L₅₀ back northward by 42 km.
After peak harvest density (1993), the population entered an extremely rapid decline. This decline, however, was not proportional along the latitude gradient. The fast depletion of forage abundance was likely fairly similar, but intermediate and northern counties were hit harder than can be explained by rapidly reduced carrying capacity, again resulting in a drastic southward shift in L₅₀. The disproportional decline near and above L₅₀ can rather be explained by the presence of European lynx, a highly specialized roe deer predator.
Between 1997–2007, L₅₀ moved northward again as the disproportional decline along the latitude gradient became balanced. The population density is now approaching actual carrying capacity. At the same time, a gradual increase in vegetation season length improves conditions across the gradient. This reduces the gap between southern and intermediate/northern counties and moves L₅₀ back northward.
After 2007, the estimated L₅₀ reached its all-time lowest value within three years. At this time, the roe deer population densities appear to be in equilibrium with actual carrying capacity from 2010 onward.
From 2010 onward, L₅₀ rose northward again with some fluctuations.
These swings are most likely related to lynx predation. From 2015
onward, the trend becomes more stable, and L₅₀ seems to become stable at
59.75° N. Compare this with the maximum estimated limit at 60.6° N. The
long-term stability of L₅₀ around 60° N suggests that this latitude
represents a genuine ecological boundary for roe deer distribution. The
extent to which lynx predation contributes to the shorter-term
fluctuations around this boundary is, however, difficult to assess.
To assess whether the temporal dynamics of L₅₀ can be linked to changes in population size, we examined its relationship with roe deer harvest density (Fig. 2.13). If harvest density corresponds to population size relative to what the habitat can support (e.g. carrying capacity), changes in harvest density should be reflected in L₅₀.
The line in the plot suggests that this relationship shifts as densities change. At lower densities, L₅₀ increases, indicating a delayed response in northern latitudes relative to southern latitudes. As population densities become closer to what the habitat can support, L₅₀ stabilizes. However, during peak densities, southern latitudes respond earlier and with a larger change, leading to a southward shift in L₅₀. Northern latitudes are also likely to follow this trend, but later.
This comparison allows us to move beyond purely temporal patterns and
evaluate whether variation in harvest density may help explain how L₅₀
varies along the latitudinal gradient (Fig. 2.13).
Figure 2.13 The graph shows the relationship between midpoint latitude (L₅₀) and roe deer harvest density. Estimated values of L₅₀ are confined within the lower and upper bounds (≈ 58.9° N and ≈ 60.6° N), corresponding to a range of about 189 km. The midpoint latitude of Dalarna County is ≈ 61.3° N, indicating that there is no evidence of a northward expansion of roe deer within the observed range. Instead, L₅₀ shifts within this interval, which may be linked to improved forage following clear-cut forestry and increased predation from a growing and southward-expanding lynx population.
Den snabba ökningen från 1966 fram till den högsta skattade
nivån för L₅₀ tyder på att de nordligare länen reagerade senare på
förbättrade betesförhållanden än de sydligare. När samtliga områden
närmar sig sina respektive bärförmågor, det vill säga när
populationstätheterna blir proportionerliga mot den lokala
födotillgången, förblir L₅₀ relativt stabil fram till dess att rådjurets
avskjutningstäthet börjar öka kraftigt.
När denna ökning tar fart reagerar de sydligare länen tidigare och
kraftigare på de förbättrade betesförhållandena, vilket tillfälligt
bryter det proportionella sambandet i populationstäthet längs
latitudgradienten. Områden vid lägre latituder når därmed jämvikt med
den lokala bärförmågan tidigare, vilket leder till att L₅₀ förskjuts
söderut. De nordligare länen följer därefter samma utveckling, men når
aldrig riktigt samma nivå.
Under senare faser påverkades rörelserna för mittpunkten L₅₀
sannolikt även av en ökande lodjurspredation, särskilt inom området
kring L₅₀. Lodjursstammens expansion från slutet av 1990-talet till
mitten av 2000-talet kan lokalt ha bidragit till att hålla tillbaka
rådjurstätheterna och därmed påverkat de observerade svängningarna i
L₅₀. Det övergripande mönstret i Figur 2.13 tyder dock på att tillgången
på foder fortfarande är den viktigaste förklaringen.
An additional factor is the proportion of pasture by county (Fig. 2.14). Here, ‘pasture’ refers to all grass-dominated agricultural land, including both grazed land and fields used for fodder production (e.g. ley), as well as semi-natural grazing areas. Harvest density increases rapidly with increasing proportions of pasture land, approaching a maximum effect on roe deer harvest densities. Areas with low pasture proportions are dominated by production forests, whereas areas with more pasture support much higher roe deer densities. This points to landscape productivity, rather than geographic expansion, as the main factor behind the rise in roe deer harvest densities. The effect of harsher winter conditions at higher latitudes is another factor that reduces harvest densities.
Figure 2.14 The graph shows how pasture proportion (%) influences peak roe deer harvest density by county, with a fitted nonlinear model. The ΔAIC value strongly supports the nonlinear model compared to a linear regression. This shows that pasture availability is paramount for roe deer, with harvest density increasing rapidly up to a point where additional pasture has little further effect. Skåne was excluded from model fitting because its land use differs markedly, with areas dominated either by agriculture and pasture or by production forest.
Pasture land availability determines how much high-quality
forage exists in the landscape. Counties with more pasture and
agricultural mosaics produce more herbs and nutritious vegetation that
roe deer can use. Latitude influences winter severity. Moving northward,
winters become colder, snow periods are longer, and access to
vegetation becomes increasingly restricted. Latitude also correlates
with vegetation productivity and quality. Growing seasons shorten, plant
growth slows, and the proportion of nutrient-rich herbs and crops
decreases, while forest dominance increases.